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\[{2}^{2x}\times {2}^{x+1}=\frac{{2}^{5x}}{{2}^{9}}\]
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2^(2x)*2^(x+1)=(2^(5x))/(2^9)
2^(2x)*2^(x+1)=(2^(5x))/(2^9)
{2}^{2x}\times {2}^{x+1}=\frac{{2}^{5x}}{{2}^{9}}
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