Respuesta :
Is this the equation?
[tex] (\sqrt{7^}}) ^6x} = 49 ^{x-6} [/tex]
First is to transform the two sides of the equation to have like bases.
[tex]7^{ \frac{6x}{2} } = 7^{2(x-6)}[/tex]
Simplifying would result to:
[tex] 7^{3x}} = 7^{2x-12} [/tex]
Equating the exponents:
3x =2x+12
x= 12
If you would want to solve for x then x=12.
[tex] (\sqrt{7^}}) ^6x} = 49 ^{x-6} [/tex]
First is to transform the two sides of the equation to have like bases.
[tex]7^{ \frac{6x}{2} } = 7^{2(x-6)}[/tex]
Simplifying would result to:
[tex] 7^{3x}} = 7^{2x-12} [/tex]
Equating the exponents:
3x =2x+12
x= 12
If you would want to solve for x then x=12.
Answer:
For flvs students the answer is x = -12
Step-by-step explanation:
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