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Mar 28
To find dy/dx, we need to differentiate y = (1+x)² with respect to x using the power rule.
y = (1+x)²
dy/dx = 2(1+x)^(2-1) * d(1+x)/dx
dy/dx = 2(1+x) * 1
dy/dx = 2(1+x)
dy/dx = 2 + 2x
Therefore, dy/dx = 2 + 2x.
y = (1+x)²
dy/dx = 2(1+x)^(2-1) * d(1+x)/dx
dy/dx = 2(1+x) * 1
dy/dx = 2(1+x)
dy/dx = 2 + 2x
Therefore, dy/dx = 2 + 2x.
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