Which set of numbers are equivalent?
Responses
A 3%, 0.3, 3/100
3%, 0.3, 3 100
B 20%, 0.2, 2/10
20%, 0.2, 2 10
C 40%, 0.4, 4/100
40%, 0.4, 4 100
D 50%, 0.05, 5/10
A - 3%, 0.3, 3/100
Wade walked 0.58 mile to school.
Which value is equivalent to 0.58?
Responses
A 5.8%5.8%
B 58
Image with alt text: 5 eighths
C 5850
Image with alt text: 58 over 50
D 58%
B - 58
The set of numbers that are equivalent is set A: 3%, 0.3, 3/100
To determine which set of numbers are equivalent, we need to understand what equivalence means in this context. In this case, equivalence means that all the numbers in the set represent the same value or proportion.
Let's analyze each set of numbers:
Set A: 3%, 0.3, 3/100
All these numbers represent the value of 3 out of 100, which is 3%. So, this set is equivalent.
Set B: 20%, 0.2, 2/10
All these numbers represent the value of 20 out of 100, which is 20%. So, this set is also equivalent.
Set C: 40%, 0.4, 4/100
Similarly, all these numbers represent the value of 40 out of 100, which is 40%. Therefore, this set is equivalent as well.
Set D: 50%, 0.05, 5/10
These numbers do not represent the same value. While 50% is the same as 0.5, and 0.05 is the same as 5 out of 100, 5/10 is equal to 50%, not 5%. Thus, set D is not equivalent.
In summary, sets A, B, and C are equivalent, while set D is not.