Question

differentiaite 2^x-2^y=2^(x+y)

Answer 1

Answer:

$Differentiating both sides</p><p></p><p>ln2.2x+ln2.2ydxdy=ln2.2x+y(1+dxdy)2x+2ydxdy=2x+y(1+dxdy)2x+2ydxdy=2x+y+2x+ydxdy(2y−2x+y)dxdy=(2x+y−2x)dxdy=2y−2x+y2x+y−2xdxdy=2y(1−2x)2x(2y−1)dxdy=2x−y(1−2x2y−1)</p><p></p><p>$

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