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If (4^4)x = 4^32, what is the value of x?
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@iambatman ,@iGreen ,@ganeshie8 help fan and medal
@iGreen @ganeshie8
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omg anyone I need help????
Well \[\large (4^4)^x = 4^{32}\] we know that when we have exponents seperated by parenthesis...we multiply... so we need something times 4..equals 32
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8
Right...x would equal 8 \[\large (4^4)^8 = 4^{4\times 8} = 4^{32}\]
x=8
now u come @iGreen
Sorry, I was helping someone else..lol.
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its ok lol
Well yeah, all you had to do was divide. \((4^4)^x = 4^{32} \rightarrow 4^{4x=32}\) Divide 4 to both sides: \((4^4)^x = 4^{32} \rightarrow 4^{4x=32} \rightarrow 4^{x = 8} \rightarrow 4^8\)
yea .....
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