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Question 1 of 5
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When multiplying decimals to values like 10,100,1000…10,100,1000…, simply move the decimal point to the right by the number of zeroes.
Since the decimal is being multiplied by 10001000, simply move the decimal point 33 places to the right.
Therefore, 0.37×10000.37×1000 is equal to 370370
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Question 2 of 5
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When multiplying decimals to values like 10,100,1000…10,100,1000…, simply move the decimal point to the right by the number of zeroes.
Since the decimal is being multiplied by 10001000, simply move the decimal point 33 places to the right.
Therefore, 1000×1.021000×1.02 is equal to 10201020
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Question 3 of 5
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When multiplying decimals to values like 10,100,1000…10,100,1000…, simply move the decimal point to the right by the number of zeroes.
Since the decimal is being multiplied by 100100, simply move the decimal point 22 places to the right.
Therefore, 100×75.1100×75.1 is equal to 75107510
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Question 4 of 5
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First, ignore the decimal points of the two values and multiply them
0.90.9 |
== |
99 |
0.060.06 |
== |
66 |
Next, count how many place values from the decimal point to the right of the two factors.
0.06=0.06=2 places2 places
There are a total of 33 place value movements to the right of the decimal point.
Finally, get the final product by moving the decimal point of the initial product 33 places to the left.
Therefore, the final product is 0.0540.054.
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Question 5 of 5
Solve
12.24×0.0512.24×0.05
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First, ignore the decimal points of the two values and multiply them
12.2412.24 |
== |
12241224 |
0.050.05 |
== |
55 |
Next, count how many place values from the decimal point to the right of the two factors.
12.24=12.24=2 places2 places
0.05=0.05=2 places2 places
There are a total of 44 place value movements to the right of the decimal point.
Finally, get the final product by moving the decimal point of the initial product 44 places to the left.
Therefore, the final product is 0.6120.612.