1/5 [1/3x - 5] = 1/3 [3-1/x]
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Step-by-step explanation:
1/5(1/3x-5)=1/3(3-1/x) to find x simply multiply both sides of equation by the LCM for 3,5 (15), then solve:
So,
(15)times 1/5(1/3x-5)=(15)times 1/3(3-1/x) implying 3(1/3x-5)=5(3-1/x) leading to 1/x-15=15-5/x
Now isolating the monomial we get 5/x+1/x=30 leading to 6/x=30; dividing both sides by 6 gives 1/x=5 and
finally x=1/5.
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x=1/5
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