Solved on Sep 06, 2023
Match each decimal in Set A to its equivalent in Set B.
STEP 1
Assumptions1. We have two sets of decimals, Set A and Set B. . We need to match each decimal in Set A to its equivalent decimal in Set B.
STEP 2
The first decimal in Set A is0.47. We need to find its equivalent in Set B.
STEP 3
Look at the decimals in Set B and find the decimal that is equivalent to0.47.
STEP 4
We find that0.470 in Set B is equivalent to0.47 in Set A. The extra zero at the end does not change the value of the decimal.
STEP 5
The second decimal in Set A is1.20. We need to find its equivalent in Set B.
STEP 6
Look at the remaining decimals in Set B and find the decimal that is equivalent to1.20.
STEP 7
We find that1.200 in Set B is equivalent to1.20 in Set A. Again, the extra zeros at the end do not change the value of the decimal.
STEP 8
The third decimal in Set A is1.07. We need to find its equivalent in Set B.
STEP 9
Look at the remaining decimals in Set B and find the decimal that is equivalent to.07.
STEP 10
We find that.070 in Set B is equivalent to.07 in Set A. The extra zero at the end does not change the value of the decimal.
STEP 11
The last decimal in Set A is0.027. We need to find its equivalent in Set B.
STEP 12
Look at the remaining decimal in Set B and find the decimal that is equivalent to0.027.
STEP 13
We find that0.027 in Set B is equivalent to0.027 in Set A. There are no extra zeros in this case, so the decimals are exactly the same.
So, the correct decimal equivalents are0.47 matches with0.470.20 matches with.200.07 matches with.0700.027 matches with0.027
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