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isabellesmith51317
21.09.2019 •
Mathematics
Mo: my number has two periods. one period has a 7 in the hundreds place. the other has an 8 in the tens place. bo: my number also has two periods. one has a 1 in the hundreds place. the other has a 2 in the tens place. mo: all other digits in our numbers are zeros. so how can it be that your number is greater than my number? what are mo’s and bo’s numbers?
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Ответ:
Mo:780
Bo:120
Step-by-step explanation:
We are given that
Mo:my number has two periods .One period has a 7 in the hundred place , other has an 8 in the tens place and other digits are zero.
Then the number of Mo's=![7\times 100+8\times 10+0=780](/tpl/images/0250/3892/7cd5a.png)
Bo: My number has two periods,one has a 1 in the hundred place ,other has a 2 in the tens place and other digits are zero.
Therefore, number of Bo's =![1\times 100+2\times 10+0=120](/tpl/images/0250/3892/40ba0.png)
Hundred place of Mo's number is greater than the hundred place of Bo's number , therefore,Mo's number is greater than the Bo's number.
Ответ:
Undefined
Step-by-step explanation: Because the pints are a line so there isnt a slope unless ther is a shape.