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franchely
14.08.2020 •
Mathematics
The least common multiple of two integers is 240, and the greatest common divisor is 24. Given that one of the integers is 48, what is the other integer?
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Ответ:
120
Step-by-step explanation:
The computation of the other integer is shown below:
The Factor of 48 is 2^4 × 3
Also the greatest common divisor is 24,
This results that the second number also contains the factors 2^3 and 3 but not a fourth 2.
Now when there is a division of 240 by 48 so the number comes is 5
Now the second number factors are 2^3 and 3 that represents that it is under the factors of 48 but the factor 5 would arise from the second number
So, the other number is 120
Ответ:
10% - $9.48
5% - $4.74
Add them together is $14.22
Then add that to $94.80