Math, asked by devyani1598, 1 year ago

The lowest common multiple of 1728 and K is 5184. Then find the number of possible value of K

Answers

Answered by Shivam111ggv

5184/1728=3 therefore,k=3

almostajay: answer is 7

almostajay: maximum possible value that 2 ki power can take is 0-6 that is 7 values but we need 3 power 4 as fix or constant that why answer is 7....... in option 3 was not there ...options were 7 11 6 8 asked in ssc cgl tier 2 mains on 18 feb 2018

Answered by tardymanchester

Answer:

The required number k=3

Step-by-step explanation:

Given : The lowest common multiple of 1728 and K is 5184.

To find : The number of possible value of K?

Solution :

We have given least common multiple LCM is 5184.

Since, 1728 is the factor of 5184.

So, we divide the numbers to get the factor

$k=\frac{5184}{1728}=3$

Therefore, The required number k=3

As $1728\times 3=5184$

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