Derivative Question
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y= (1-x) / (2x +1)
dy/dx =[ (2x +1) (-1) - (1-x) (2) ] / (2x +1)^2
= [ -2x -1 - 2 + 2x ] / (2x +1)^2
= -3 / (2x +1)^2
answer
dy/dx =[ (2x +1) (-1) - (1-x) (2) ] / (2x +1)^2
= [ -2x -1 - 2 + 2x ] / (2x +1)^2
= -3 / (2x +1)^2
answer
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agree w/tbt. use quotient rule
y' = -3/(2x+1)^2
y' = -3/(2x+1)^2
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y= (1-x)/2x +1,
y'=[(2x)(-1)-(1-x)(2)/(2x)²
y'=(-2x+2x-2)/4x²
y'=(-1/2x²)
y'=[(2x)(-1)-(1-x)(2)/(2x)²
y'=(-2x+2x-2)/4x²
y'=(-1/2x²)