solve 2^(x-4)+=〖4a〗^(x-6)
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Step-by-step explanation:
2^(x-4)=2^2(x-6)
2^(x-4)=2^2(x-6)if bases are equal we can equate the exponents
2^(x-4)=2^2(x-6)if bases are equal we can equate the exponentsx-4=2x-12
2^(x-4)=2^2(x-6)if bases are equal we can equate the exponentsx-4=2x-12x-2x=-12+4
2^(x-4)=2^2(x-6)if bases are equal we can equate the exponentsx-4=2x-12x-2x=-12+4-x=-8
2^(x-4)=2^2(x-6)if bases are equal we can equate the exponentsx-4=2x-12x-2x=-12+4-x=-8x=8
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