500 + 100 + 45 = 645
2007-09-09 22:21:32
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answer #1
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answered by Como 7
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The distributive property means to distribute the number outside the parentheses across all the numbers within the parentheses.
ie. 5(100+20+9) => 5*100+5*20+5*9 => 500+100+45
Solve from there.
2007-09-06 16:00:31
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answer #2
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answered by Shanna J 4
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This becomes 5(100) + 5(20) + 5(9)
500 + 100 + 45 = 645
2007-09-06 16:00:20
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answer #3
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answered by Don E Knows 6
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5(100 + 20 + 9)
= 5 (129)
= 645
That's probably the simplest way to find the answer, but if you want to use the distributive property throughout, you can break it down a slightly different way:
5(100) + 5(20) + 5(9)
= 500 + 100 + 45
= 645
Hope that helps.
2007-09-06 16:02:49
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answer #4
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answered by skm4usa 3
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This is what you do: 5(100) + 5(20) + 5(9)
500 + 100 + 45 = 645
2007-09-06 16:02:05
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answer #5
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answered by jon st. germain 1
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5(100 + 20 + 9) =
500 + 100 + 45 =
645 <-Answer
2007-09-06 16:03:04
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answer #6
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answered by Anonymous
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You could complete this problem in one of two ways:
First, you could distribute the 5 to each of the numbers:
5*100 5* 20 5*9
and then add up the results.
500 + 100 + 45 = 645
Or, you could add up all the numbers in the parentheses and then times their sum by 5.
100 + 20 + 9 = 129
129*5 = 645
2007-09-06 16:01:42
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answer #7
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answered by Kate 1
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5(100 + 20 + 9)
By the distributive property, multiply each term summed in the brackets by 5, as follows:
5(100) + 5(20) + 5(9)
Evaluate each one, and add
500 + 100 + 45
Which is equal to
645
Note that math is math is math, and this should evaluate to 645 no matter what method you use.
5(100 + 20 + 9)
Had we added the terms in brackets first and then multiplied, we would get
5(129)
which is
645
2007-09-06 16:01:27
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answer #8
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answered by Puggy 7
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5(100 + 20 + 9)
Do the math inside the parentheses first:
5 (129) = 645
2007-09-06 16:01:57
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answer #9
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answered by Wile E. 7
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5(100 + 20 + 9) = (5 * 100) + (5 * 20) + (5 * 9)
5 * 129 = 500 + 100 + 45
645 = 645
Answer: (5 * 100) + (5 * 20) + (5 * 9)
2007-09-10 08:41:28
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answer #10
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answered by Jun Agruda 7
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