Answer:
is a rational number for any m and n; nonzero integers.
Step-by-step explanation:
We have been given that 'm' and 'n' are nonzero integers. We are asked to show that
is a rational number.
We can rewrite our given number as:

Cancelling out common terms:

Since 'm' and 'n' are nonzero integers, so each part will be a rational number.
We know that sum of two rational numbers is always rational, therefore, our given number is a rational number.
Here is the answer to the problem above.
For Bob:
m = 10,000 (0.115/12) (1 + 0.115/12) (12.5)
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(1 + 0.115/12) (12.5) - 1
m = 219.93 * 60
m = $13195.80
For Tyree:
m = 10,000 (0.08/12) (1 + 0.08/12) (12.5)
---------------------------------------------------
(1 + 0.08/12) (12.5) - 1
m = 202.76 * 60
m = $12165.60
M of Bob - M of Tyree
$13195.80 - $12165.60 = $1030.20
$1030.20 is the total difference between the two men.
Answer:
y= -1/6x+2
Step-by-step explanation:
I think the answer is 19 tens since u take away a hundred, which is 10 tens and 10 tens + 9 tens equals 19 tens