Number of word problem in Desiree's math test = 20 %
Number of word problem in Desiree's math test = 30 %
Keep in Mind→→→M% of N = [tex]\frac{MN}{100}[/tex]
Starting from
1. Option 1:
Let number of problems in maths test of Everett and Desiree = x
20 % of x = [tex]\frac{20 x}{100}[/tex]
30 % of x = [tex]\frac{30 x}{100}[/tex]
Suppose ,Only for, x= 100, Everett had 10 ,more word problems than Desiree.
But for other values of x, this statement is not true.
→→Incorrect Option
2. Option 2→→Desiree had less word problems than Everett did.
The Statement would be true , if Number of word problem solved by Everett and Desiree are same.
But ,If number of word problem solved by Everett and Desiree are different, then this statement is incorrect.For example, considering number of word problem solved by Desiree= 200, and number of word problem solved by Everett = 100
→→→Incorrect Option
3. Option 3:
→→If they both completed 20 problems, then Everett had 1 ,more word problem than Desiree.
Desiree=20 % of 20 = 4
Everett =30 % of 20 = 6
→→→→Incorrect statement.
Option 4:
→If Everett completed 10, problems and Desiree completed 15
problems, then they both completed the same number of word problems.
→→Everett = 30% of 10=3
→→Desiree = 20% of 15 = 3
Correct Option
