Decision 4+

Weighted Avg Decision Matrix

Tom Glanville

Designed for iPad

    • 5.0 • 1 Rating
    • Free
    • Offers In-App Purchases

Screenshots

Description

Increase your chances of success with this decision matrix app!

This app uses a weighted-average formula which calculates results based on your factors and their importance.

FAQ:
What can I use this app for?
- Evaluating job offers
- Choosing your next car or house
- Deciding on a holiday destination
- Business decisions

Can I delete unwanted decisions, factors and options?
Yes, just swipe from right to left in order to reveal the delete button.

What's the difference between weighted and binary factors?
Both factors must be given a score of 1-10 for their importance (10 being very important). When adding an option, weighted factors are scored from 0-10 and binary factors are scored as true or false. Both weighted and binary factors contribute to the final score for each option.

How does it work?
This app uses a decision matrix in order to rank options against weighted factors. This provides an overall score for each option and helps with comparison.

Example:
You add a factor named 'pay' and set its importance to 8 (high).
Company A pays averagely so you score it 5. This gives it a weighted score of 40 (5 x 8).
Company B pays well so you score it 9. This gives a weighed score of 72 (9 x 8). This option is the winner.

This is a powerful tool when analysing multiple factors and options at once.

What’s New

Version 1.0.13

This app has been updated by Apple to display the Apple Watch app icon.

• Small update to interface

Ratings and Reviews

5.0 out of 5
1 Rating

1 Rating

App.supastar ,

Cool app

Great, easy to use app. Helps me to make make decisions quickly and simply.

Developer Response ,

Thank you!

App Privacy

The developer, Tom Glanville, has not provided details about its privacy practices and handling of data to Apple.

No Details Provided

The developer will be required to provide privacy details when they submit their next app update.

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