Question

Shortcut method to find p/q form of 3.66666 Where's
Q is not equal 0
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Answer 1

Answer:

let

x= 3.123567

since there are 6 digits after decimal, we multiply 1000000 on both the sides,

therefore,

1000000x=3123567

therefore,

subtracting x on both the sides,

therefore,

999999x=3,123,563.88

therefore,

x= 3,123,563.88/ 999999

I hope it helps!!

Step-by-step explanation:

Answer 2

Answer:

first of all there is no shortcut you have to do this this way.

assume that x = 3.66666 ...(i)

then 10x = 36.6666 ...(ii)

now subtract equation (ii) from (i)

10x -x = 36.666 - 3.666

9x = 33

x = 33/9 and that's in the form of p/q