Which set of numbers are equivalent?
Responses
A 0.4, 4%, 4/10
0.4, 4%, 4 10
B 0.062, 62%, 62/1000
0.062, 62%, 62 1000
C 0.80, 80%, 4/5
0.80, 80%, 4 5
D 0.84, 84%, 10/84
A, 0.4, 4%, 4/10 is equivalent.
The set of numbers that are equivalent is Set A: 0.4, 4%, 4/10.
To determine which set of numbers are equivalent, you need to compare the given numbers and see if they represent the same value. Let's look at each set of numbers:
Set A: 0.4, 4%, 4/10
Set B: 0.062, 62%, 62/1000
Set C: 0.80, 80%, 4/5
Set D: 0.84, 84%, 10/84
In each set, the numbers are written in different forms, such as decimals, percentages, or fractions. To compare them, we need to convert them to the same form.
For Set A, we can see that each number represents the same value of 4/10 or 0.4. So, the numbers in Set A are equivalent.
For Set B, we need to convert all the numbers to the same form. 0.062 is already in decimal form, 62% can be converted to a decimal by dividing by 100, which gives 0.62, and 62/1000 can be simplified to 0.062. So, the numbers in Set B are equivalent.
For Set C, we can see that each number represents the same value of 4/5 or 0.80. So, the numbers in Set C are equivalent.
For Set D, we need to convert all the numbers to the same form. 0.84 is already in decimal form, 84% can be converted to a decimal by dividing by 100, which gives 0.84, and 10/84 can be simplified to 0.119. Therefore, the numbers in Set D are not equivalent.
In summary, the sets of numbers that are equivalent are:
A: 0.4, 4%, 4/10
B: 0.062, 62%, 62/1000
C: 0.80, 80%, 4/5