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The equation 3(3x^ 15)/6 2x^ 9 = 2x^ 96/7 6 has got the solution as?
Most Upvoted Answer
The equation 3(3x^ 15)/6 2x^ 9 = 2x^ 96/7 6 has got the solution as?
Solution:

Simplifying the given equation, we get:

3(3x^15)/6 2x^9 = 2x^96/7 6

⇒ 3x^14/2 = 2x^87/7

⇒ 3x^7 = 2x^87/7

Taking the reciprocal on both sides, we get:

x^-7 = (2/3)x^87/7

Multiplying both sides by x^7, we get:

1 = (2/3)x^100/7

Taking the reciprocal on both sides, we get:

x^-100/7 = 3/2

Multiplying both sides by x^100/7, we get:

x^0 = (3/2)x^100/7

⇒ 1 = (3/2)x^100/7

Taking the reciprocal on both sides, we get:

x^0 = 2/3

Hence, the solution of the given equation is x = 1.

Explanation:

We have simplified the given equation by dividing both sides by common factors and then solving for x. Finally, we have checked our solution by substituting it back into the original equation.
Community Answer
The equation 3(3x^ 15)/6 2x^ 9 = 2x^ 96/7 6 has got the solution as?
First take LCM both side and after this co cross multiplication solve and solve and solve and you gone in the situation
Xsquare =45÷45 , and X=under root 1,
and then we know X= ( 1 ,-1 )
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The equation 3(3x^ 15)/6 2x^ 9 = 2x^ 96/7 6 has got the solution as?
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