3^2x+78=9^2x+1 find x value
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3^2x+78 = 9^2x+1
3^2x+78 = 3^2{2x+1}
2x + 78 = 4x + 2
2x = 76
x = 38
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Answered by
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x=2
Explanation:
92x−1=32.(2x−1)
=34x−2
27x=33x
4(2X+1)+4(X+1)=80
42X∗4+4X∗4=80
42X+4X=20
42X+4X=4∗5
4X(4X+1)=41(41+1)
Both LHS & RHS are similar; X = 1
We can rewrite the equation: 4*(4^(2x)+4^(x))=4^(2)*5 => 4^(2x)+4^(x)=4*5.
Let 4^(x)=y, and we have y^(2)+y=20 or (y-4)(y+5)=0 therefor y=4 or y=-5.
Let take y=4, and we have 4^(x)=4^(1) => x= c is the best answer.
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