The value of x in 3((4^x)+ 1) - 4^(x+2) + 23 = 0 is
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Answer:
12^x + 3 - 4^(x + 2 ) + 23= 0
12^x + 3 - 4^(x + 2 ) = -23
We find the value of x separately
12^x + 3 = -23
12^x = -26
x = -26/12
x = -13/6
-4^(x + 2 ) = -23
x + 2 = -23/4
x = -23/4 -2/1
x = -23 -8/4
x = -31/4
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