Question

find the positive integer m,n ,p such that 1/m + 1/n +1/p = 3/17​

Answer 1

m = n = p = 17  such that 1/m+1/n+1/p=3/17​

Step-by-step explanation:

find positive integer m,n,p such that 1/m+1/n+1/p=3/17​

Just by observing we can conclude that

m = n = p  = 17

1/17 + 1/17 + 1/17  = 3/17

Hence

m = 17

n = 17

p = 17

Answer 2

Here positive integer of m, n and p is same i.e 17.

Step by step explanation:

Here’s the equation:

1/m + 1/n +1/p = 3/17

If we look at the denominator 17, then it comes from by taking the L.C.M of m, n, and p.

Let’s suppose, if we put value of 17 in place of integers; m, n and p then

1/17+1/17+1/17=3/17

So, it is confirmed that the value of all the three integer is 17.

Hope it helped........

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