4.20 LAB: Who is the best?

Learning Objectives

In this lab we will:

Use if-else statements to find the highest score amongst a group of 3 values

Use data structures to retrieve the name that corresponds to the highest score (potentially, in a data structure that makes this easier)

Main Idea

The problem presented in this lab is an active research area in Computer Science called differential privacy and secure (multi-party) computation. In this lab, we won't be able to use a differentially private algorithm, so we will assume that the users stored their data secretly somewhere and cannot see each other's values.

Three friends finished the test and want to secretly compare their test scores. They do not want to know each other's exact score, but they do want to know who achieved the best results for this test.

Instructions

Input the names and scores of the three friends one after another. (Check out the example input below)

Your program should store both names and scores. Think about types to store and structures to store (You can do it in many ways, but we suggest tuples or named tuples or just separate variables.

Compare the scores and find the highest.

3.1. If there is one best score - print the name of the friend that achieved that score.

3.2. If there are two friends with equal highest scores - print both names, separated by space, in the order of input.

3.3. If all three friends achieved equal scores - print all three names, separated by space, in the order of input.

Examples

Input
Ann 10 Maria 9 Cindy 7
Output
Ann
Input
Ann 10 Maria 9 Cindy 10
Output
Ann Cindy
Input
Ann 10 Maria 10 Cindy 10
Output
Ann Maria Cindy

This is my code below

name1=input()

m1=int(input())

name2=input ()

m2=int(input ())

name3=input ()

m3=int(input ())
string = ""
if(m1>=m2) and (m1>=m3):

large=m1;

elif(m2>=m3) and (m2>=m1):

large=m2;

else:

large=m3;

if large == m1:
string = string +name1
if large == m2:
string = string + name2
if large == m3:
string = string + name3
print(string)

Transcribed Image Text:Output is nearly correct; but whitespace differs. See highlights below. Special character legend Ann 10 Betty Input 9. Cindy 10 Your output AnnCindy Expected output Ann Cindy 4: Compare output ^ 0/1 Output is nearly correct; but whitespace differs. See highlights below. Special character legend Ann 8. Betty Input 10 Cindy 10 Your output BettyCindy Expected output Betty Cindy
Transcribed Image Text:1: Compare output ^ 1/1 Ann 10 Betty Input 9. Cindy 8 Your output Ann 2: Compare output a 0/1 Output is nearly correct; but whitespace differs. See highlights below. Special character legend Ann 10 Betty Input 10 Cindy 8. Your output AnnBetty Expected output Ann Betty

Question

4.20 LAB: Who is the best?

Learning Objectives

In this lab we will:

Use if-else statements to find the highest score amongst a group of 3 values
Use data structures to retrieve the name that corresponds to the highest score (potentially, in a data structure that makes this easier)

Main Idea

The problem presented in this lab is an active research area in Computer Science called differential privacy and secure (multi-party) computation. In this lab, we won't be able to use a differentially private algorithm, so we will assume that the users stored their data secretly somewhere and cannot see each other's values.

Three friends finished the test and want to secretly compare their test scores. They do not want to know each other's exact score, but they do want to know who achieved the best results for this test.

Instructions

Input the names and scores of the three friends one after another. (Check out the example input below)
Your program should store both names and scores. Think about types to store and structures to store (You can do it in many ways, but we suggest tuples or named tuples or just separate variables.
Compare the scores and find the highest.

3.1. If there is one best score - print the name of the friend that achieved that score.

3.2. If there are two friends with equal highest scores - print both names, separated by space, in the order of input.

3.3. If all three friends achieved equal scores - print all three names, separated by space, in the order of input.