NCCMT - URE - Effectiveness of Interventions - Understanding the Number Needed to Treat

NCCMT | CCNMO
4 Jul 201610:43

Summary

TLDRThe video script discusses the complexities of decision-making in public health, especially when selecting interventions with limited resources. It introduces the model of evidence-informed decision-making and emphasizes the importance of considering the magnitude of the problem, available resources, and societal preferences. The script also explains how to calculate and interpret the Number Needed to Treat (NNT), a measure that helps public health decision-makers understand the impact of interventions on a population level. It provides examples of calculating NNT for interventions like social media-based pregnancy prevention and car seat installation clinics, highlighting the balance between benefits and potential harms.

Takeaways

  • 💡 Public health decision-making can be complex due to finite budgets and multiple effective interventions.
  • 🔍 The National collaborating Center for methods and tools suggests using evidence-informed decision-making models in public health.
  • 📊 Decision-makers should consider the magnitude of the problem, available resources, and societal preferences when choosing interventions.
  • 🧮 Number Needed to Treat (NNT) is a useful measure to calculate how many people need an intervention for one to benefit, aiding in decision-making.
  • 📈 NNT is calculated by dividing 1 by the Absolute Risk Reduction (ARR), which is the difference in outcome rates between control and intervention groups.
  • 🤔 Calculating NNT helps interpret research results, showing how likely and impactful an intervention is on a population level.
  • 🚫 NNTs are not always reported in studies, so public health professionals may need to calculate them using provided data.
  • 👶 The script provides an example of calculating NNT for a social media-based teenage pregnancy prevention campaign.
  • 🚗 Another example is given for a car seat installation clinic, demonstrating how NNT can be calculated and interpreted for different interventions.
  • ⚠️ Number Needed to Harm (NNH) is also introduced to consider potential negative outcomes of interventions, balancing benefits and risks.
  • 💉 Number Needed to Immunize (NNI) is mentioned as a related concept, important for immunization programs to prevent diseases.

Q & A

  • What is the primary challenge faced by health departments when choosing interventions?

    -The primary challenge is deciding which intervention to implement among many effective ones due to a finite budget.

  • How does the model of evidence-informed decision-making assist in public health decisions?

    -It assists by considering not only research evidence but also the magnitude of the problem, resources needed, and societal and political preferences.

  • What additional factors do decision-makers need to consider when making decisions across the spectrum of public health services?

    -They need to compare the benefits and resources required for different interventions to determine which delivers the greatest impact for the investment.

  • What are the three valuable concepts that can help in decision-making but do not tell you everything about an intervention's effectiveness?

    -Relative risks, odds ratios, and confidence intervals help estimate the likelihood and size of an effect but do not indicate who the intervention worked for or how many people experienced the desired outcome.

  • What is the Number Needed to Treat (NNT) and how is it calculated?

    -NNT is the number of people who need to receive an intervention for one person to experience a positive outcome. It is calculated as 1 divided by the absolute risk reduction (ARR).

  • Why is it important to calculate the NNT for public health interventions?

    -Calculating NNT provides a clear understanding of how many people need to be exposed to an intervention to achieve a single positive outcome, aiding in resource allocation and program decision-making.

  • In the example of teenage pregnancy prevention using social media, what was the calculated NNT?

    -The calculated NNT was 67, meaning 67 teenagers need to receive the intervention to prevent one pregnancy over a one-year period.

  • What is the significance of a smaller NNT in public health interventions?

    -A smaller NNT indicates that fewer people need to be exposed to the intervention for one positive outcome, suggesting a greater potential impact at a population level.

  • What is the Number Needed to Harm (NNH) and how does it differ from NNT?

    -NNH is the number of people who need to be exposed to an intervention for one person to experience an unintended negative outcome. It differs from NNT by focusing on harm rather than benefit.

  • How can the concept of NNT be applied to immunization programs?

    -The Number Needed to Immunize (NNI) is calculated similarly to NNT and tells us how many people need to be immunized to avoid one negative outcome, such as death from an infection.

  • Why are NNTs, NNHs, and NNIs considered powerful tools for public health decision-makers?

    -These measures provide clear, quantifiable information on the impact and potential harm of interventions, aiding decision-makers in making informed choices about public health programs.

Outlines

00:00

📊 Decision-Making in Public Health: Evidence-Informed Approach

This paragraph discusses the challenges faced by health departments in choosing which interventions to implement, given limited budgets. It introduces the model of evidence-informed decision-making in public health, which considers not only research evidence but also the magnitude of the problem, resources needed, and societal and political preferences. The paragraph emphasizes the complexity of decision-making, especially when comparing interventions across different public health services. It also introduces the concept of Number Needed to Treat (NNT), a statistical measure that helps determine the number of people who need to receive an intervention for one person to experience a positive outcome. The paragraph provides an example of how to calculate NNT using hypothetical data on teenage pregnancy rates and the effectiveness of social media-based pregnancy prevention messages.

05:03

📈 Calculating and Interpreting NNT in Public Health Interventions

This paragraph delves into the process of calculating the Number Needed to Treat (NNT) and its interpretation in the context of public health interventions. It explains the formula for calculating NNT, which is 1 divided by the Absolute Risk Reduction (ARR). The ARR is the difference in outcome rates between the intervention and control groups. Using the example of a social media campaign to reduce teenage pregnancy, the paragraph demonstrates how to calculate NNT and interpret its meaning. It also discusses the implications of a low NNT value, indicating a relatively effective intervention. The paragraph further explores other related measures such as Number Needed to Harm (NNH) and Number Needed to Immunize (NNI), which provide additional insights for decision-makers when considering the potential negative outcomes or benefits of interventions.

10:05

🔍 Utilizing NNT in Public Health Decision-Making

The final paragraph emphasizes the practical application of NNT in public health decision-making. It highlights that with practice, decision-makers can become proficient in calculating and interpreting NNT, which can inform decisions about public health interventions. The paragraph suggests that NNT, along with other measures like NNH and NNI, can provide valuable information to help balance the benefits and potential harms of interventions. It concludes by stating that these calculations are straightforward and can be performed using data typically available in published studies, thus empowering public health professionals to make informed choices.

Mindmap

Keywords

💡Evidence-Informed Decision-Making

Evidence-informed decision-making is a process that involves using the best available research evidence to inform decisions. In the context of the video, this concept is crucial for public health officials who must choose interventions with limited resources. The video suggests using a model from the National collaborating Center for methods and tools to consider not only research evidence but also the magnitude of the problem, available resources, and societal preferences.

💡Intervention

An intervention in public health refers to any action or program designed to improve health outcomes in a population. The video discusses how to choose among various interventions when a health department has a finite budget. Examples include a social media campaign to reduce teenage pregnancy or a clinic to promote correct car seat installation.

💡Magnitude of the Problem

The magnitude of the problem refers to the scale or severity of a health issue within a community. The video emphasizes that decision-makers should consider this when choosing interventions, as it affects the potential impact and resource allocation. For instance, addressing a higher teenage pregnancy rate in a community would be a priority.

💡Resources

Resources in the context of the video pertain to the financial and human capital required to implement and maintain public health interventions. The video highlights that decision-makers must evaluate the resources needed for each intervention, as this influences the feasibility and sustainability of the chosen strategy.

💡Societal and Political Preferences

Societal and political preferences refer to the values, beliefs, and priorities of a community and its leadership that can influence decision-making in public health. The video suggests that these preferences should be considered when selecting interventions, as they can affect the acceptance and effectiveness of the chosen strategy.

💡Relative Risks, Odds Ratios, and Confidence Intervals

These are statistical measures used in research to estimate the likelihood and effect size of outcomes. The video mentions that understanding these concepts is valuable for decision-makers to assess the statistical significance and the size of the effect of an intervention. However, these measures do not provide information on who the intervention worked for or the number needed to treat (NNT).

💡Number Needed to Treat (NNT)

The NNT is a measure defined as the number of people who need to receive an intervention for one person to experience a positive outcome. The video uses NNT to illustrate the practical application of calculating how many individuals need to be exposed to an intervention to achieve a single desired outcome, such as preventing a pregnancy or correctly installing a car seat.

💡Absolute Risk Reduction (ARR)

ARR is the difference in rates of an outcome between the control group and the intervention group. The video explains that ARR is used to calculate NNT, which helps in understanding the effectiveness of an intervention. It is calculated by subtracting the event rate in the intervention group from that of the control group.

💡Number Needed to Harm (NNH)

NNH is the counterpart to NNT, indicating the number of people who need to be exposed to an intervention for one person to experience an undesired negative outcome. The video suggests calculating NNH to weigh the benefits against potential harms of an intervention, such as feeling isolated after an anti-bullying campaign.

💡Number Needed to Immunize (NNI)

NNI is a measure similar to NNT and NNH, used to determine how many people need to be immunized to prevent one negative outcome, such as death from an infectious disease. The video mentions NNI as an example of how these measures can inform public health decisions by providing a clear numerical estimate of the impact of interventions.

Highlights

The challenge of selecting the most effective public health intervention given a finite budget.

The model of evidence-informed decision-making in public health.

Considering the magnitude of the problem, resources, and societal preferences in decision-making.

The complexity of choosing interventions across different public health programs.

Using relative risks, odds ratios, and confidence intervals in decision-making.

The importance of understanding who an intervention worked for and the desired outcomes.

Introduction to the Number Needed to Treat (NNT) as a decision-making tool.

Definition and calculation method of NNT in public health interventions.

Example of calculating NNT for a social media-based teenage pregnancy prevention program.

Interpretation of NNT results and their implications for public health interventions.

Calculating NNT for a car seat installation clinic intervention.

The significance of a smaller NNT in indicating a greater potential impact at a population level.

Introduction to the Number Needed to Harm (NNH) for assessing negative outcomes.

Example of calculating NNH for an anti-bullying campaign.

The concept of Number Needed to Immunize (NNI) in the context of vaccination programs.

Practical application of NNT, NNH, and NNI in public health decision-making.

The simplicity of calculating NNTs with data from published studies.

Building confidence in calculating and interpreting NNTs for public health interventions.

Transcripts

play00:04

have you ever found yourself in a

play00:06

situation where you have to decide which

play00:08

intervention among many you want to

play00:10

implement at your health department you

play00:13

have looked at the research evidence and

play00:14

even though a number of interventions

play00:16

have been shown to be effective in

play00:18

practice you have a finite budget and

play00:20

can only choose one how do you decide

play00:22

which one to implement you may have used

play00:25

the model of evidence informed

play00:26

decision-making in public health

play00:28

suggested by the National collaborating

play00:30

Center for methods and tools to assist

play00:32

you in making your decision if you were

play00:35

to use this model in addition to looking

play00:37

at the research evidence you would also

play00:39

look at the magnitude of the problem in

play00:41

your community the resources needed to

play00:43

implement and maintain the intervention

play00:46

as well as the societal and political

play00:48

preferences choosing the best

play00:50

combination of interventions can be very

play00:53

challenging even when the decision is

play00:55

limited to one problem within one

play00:57

program such as implementing a vaccine

play01:00

promotion strategy used in social media

play01:02

the decision-making process becomes even

play01:05

more complicated when decisions across

play01:08

the spectrum of public health services

play01:10

are being made for example strategic

play01:13

planning initiatives in these instances

play01:15

decision makers may have to compare the

play01:18

benefits and resources required to

play01:20

maintain an environmental health

play01:22

intervention such as monitoring swimming

play01:25

conditions at public beaches to a

play01:27

chronic disease prevention intervention

play01:29

such as a healthy eating campaign given

play01:32

limited resources decision-makers may

play01:34

need to consider carefully across all

play01:36

public health programs which

play01:38

interventions deliver the greatest

play01:40

impact for the required human and

play01:42

financial investment please view the

play01:45

other videos in this series to learn how

play01:47

to use relative risks odds ratios and

play01:50

confidence intervals in your

play01:52

decision-making these valuable concepts

play01:54

will give you an estimate of how likely

play01:56

the result is whether it is

play01:58

statistically significant and how large

play02:01

the effect is what they don't tell you

play02:03

is who an intervention worked for or how

play02:06

many people had the desired outcome they

play02:09

also don't tell you how many people need

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to receive the intervention in order to

play02:13

see one person with the desired outcome

play02:15

to answer these questions we can use a

play02:18

Mystikal measure called number needed to

play02:20

treat or NNT it is defined as the number

play02:23

of people who need to receive an

play02:25

intervention in order for one person to

play02:28

experience a positive outcome or to

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avoid a negative one nnts can only be

play02:34

calculated when there are only two

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possible options for the outcome being

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measured for example initiating breast

play02:41

feeding or not initiating breast feeding

play02:43

currently an antes are not usually

play02:46

reported in the public health literature

play02:48

but they are easy to calculate let's

play02:51

take a look at some public health

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examples to see just how easy it is to

play02:55

calculate and interpret them remember

play02:58

the data presented here are hypothetical

play03:00

and are for demonstration purposes only

play03:02

let's say data were presented at a

play03:05

senior management meeting illustrating

play03:07

that teenage pregnancy rates are higher

play03:09

in your community than the provincial

play03:11

average you've been asked to make

play03:13

recommendations to address this issue

play03:15

after searching health evidence org you

play03:18

find a recently published systematic

play03:20

review reporting that pregnancy

play03:22

prevention messages disseminated using

play03:24

social media lead to a statistically

play03:27

significant reduction in teenage

play03:29

pregnancy although a reduction in

play03:31

teenage pregnancy is the outcome you

play03:33

were hoping to see you wonder how many

play03:35

teenagers need to receive the messages

play03:37

in order for one pregnancy to be

play03:39

prevented given there are only two

play03:42

options for the outcome pregnant or not

play03:44

pregnant you know that it is possible to

play03:46

calculate an N NT unfortunately an N NT

play03:50

is not reported in the systematic review

play03:52

so you'll need to calculate it yourself

play03:54

the formula for calculating and n n T is

play03:58

1 divided by the absolute risk reduction

play04:00

also referred to as an AR AR it sounds

play04:04

complicated but it really isn't an AR R

play04:08

is simply the difference in rates of the

play04:10

outcome in the control group compared to

play04:12

the intervention group let's do the math

play04:14

say we have 1,000 teenagers in the

play04:17

intervention group who receive weekly

play04:19

messages over a one-year period about

play04:21

pregnancy prevention and another 1,000

play04:24

teenagers in a control group who do not

play04:27

after one year we see how many teenagers

play04:30

became pregnant in each

play04:32

we find there were 15 pregnancies in the

play04:35

intervention group and 30 pregnancies in

play04:37

the control group the rate of pregnancy

play04:40

in the intervention group is the number

play04:42

of pregnancies divided by the total

play04:44

number of teenagers in the intervention

play04:46

group in this case 15 divided by 1,000

play04:50

which equals 0.01 5 the rate of

play04:54

pregnancy in the control group is 30

play04:56

divided by 1000 or 0.030 we calculate

play05:02

the absolute risk reduction by

play05:05

subtracting 0.015 from 0.03 0 which

play05:10

gives us an AR AR of 0.01 5 as mentioned

play05:16

earlier to calculate the number needed

play05:18

to treat we divide one by the 8 RR so 1

play05:22

divided by 0.01 5 gives us an N NT of

play05:28

66.7 because we can't have half a person

play05:31

pregnant or half a pregnancy we round

play05:34

the n NT up to the nearest whole number

play05:36

so our n NT is 67 now we need to

play05:41

interpret what an N NT of 67 means it

play05:44

means we would need to expose 67

play05:46

teenagers to the intervention in order

play05:48

to prevent one pregnancy over a one-year

play05:50

period this would constitute a

play05:53

relatively effective intervention as few

play05:55

teenagers need to receive the

play05:57

intervention in order for one negative

play05:58

outcome teenage pregnancy to be avoided

play06:01

let's look at another example suppose

play06:04

you are planning a strategy to increase

play06:06

the number of properly installed car

play06:08

seats a recently published meta-analysis

play06:11

reported on the effectiveness of holding

play06:13

clinics to promote the correct

play06:14

installation of car seats the

play06:17

intervention consisted of staff

play06:18

assessing whether car seats were

play06:20

installed correctly and teaching people

play06:22

how to correctly install them the

play06:24

control group received standard practice

play06:26

where people could call and request

play06:28

information on correct installation one

play06:31

month after the intervention cars were

play06:33

assessed to identify correctly installed

play06:35

car seats following data were reported

play06:39

in the meta-analysis among 500 people

play06:42

exposed to the intervention 225

play06:45

correctly installed their car seats

play06:47

compared to 195 in the control group we

play06:51

calculate the event rate in the

play06:52

intervention group by dividing the

play06:54

number of correctly installed car seats

play06:56

by the total number of people in the

play06:58

intervention group so 225 divided by 500

play07:02

which equals 0.45 using the same formula

play07:08

we divide 195 by 500 which gives us an

play07:12

event rate in the control group of 0.39

play07:16

to calculate the ARR we subtract 0.39

play07:20

from 0.45 which gives us an AR r of 0.06

play07:26

the N NT is calculated by dividing 1 by

play07:30

0.06 which gives us an N NT of sixteen

play07:34

point six seven we round that up to the

play07:37

next whole number giving us an N NT of

play07:40

seventeen which means that 17 people

play07:43

need to attend the clinic in order for

play07:45

one car seat to be correctly installed

play07:47

one month later now that we have

play07:50

determined how many people need to be

play07:51

exposed to these two interventions in

play07:53

order to either obtain one positive

play07:55

outcome or avoid one negative outcome we

play07:58

can identify both the financial and

play08:00

human resources that will be required to

play08:03

achieve a meaningful outcome for the

play08:04

whole population while there are other

play08:07

factors to consider in interpreting NN

play08:09

teas such as the underlying risk of an

play08:12

outcome in specific populations a

play08:14

general understanding of how to

play08:16

calculate and interpret them will

play08:18

provide Public Health decision-makers

play08:20

with powerful information upon which

play08:22

they can make difficult program

play08:23

decisions generally the smaller the NNT

play08:27

the greater potential impact there will

play08:29

be at a population level sometimes an

play08:32

intervention can produce unanticipated

play08:33

negative outcomes or harms which should

play08:37

be considered when making a decision to

play08:39

assess the magnitude of negative

play08:41

outcomes we calculate the number needed

play08:43

to harm or NNH the nnh tells us how many

play08:47

people would need to be exposed to an

play08:49

intervention in order for one unintended

play08:52

negative outcome to be observed for

play08:55

example let's say we are considering an

play08:57

anti-bullying camp

play08:59

the evidence indicates that the campaign

play09:01

is effective in reducing the number of

play09:03

bullying episodes however more children

play09:06

exposed to the intervention report

play09:08

feeling isolated compared to those not

play09:11

exposed you can calculate the N and H to

play09:14

determine how many students would need

play09:15

to be exposed to the intervention for

play09:18

one student to feel more isolated this

play09:21

will help you weigh the benefits on an

play09:22

intervention against the potential harms

play09:25

one final use of this calculation is the

play09:27

number needed to immunize or nni it is

play09:31

calculated the same way as both the n n

play09:33

h and n n t and tells us the number of

play09:36

people who need to be immunized in order

play09:38

to avoid one negative outcome such as

play09:41

death as a result of infection you can

play09:44

see how n n T's would be helpful in

play09:46

adding information related to how many

play09:48

people would need to be exposed to an

play09:50

intervention in order for one person to

play09:53

experience the outcome of interest

play09:55

number needed to harm and number needed

play09:57

to immunize also provide useful

play10:00

information to decision makers along

play10:02

with number needed to treat they are

play10:04

simple to calculate and most published

play10:06

studies provide sufficient data on

play10:08

outcome measures so that you can easily

play10:11

calculate them yourself with a little

play10:13

practice you will not only become

play10:15

confident in calculating n n T's but

play10:18

also interpreting them and using them to

play10:20

inform decisions about public health

play10:22

interventions

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