Home
Class 12
MATHS
Find dy/dx: x=frac(1-t^2)(1+t^2),y = fra...

Find `dy/dx`: `x=frac(1-t^2)(1+t^2),y = frac(2t)(1+t^2)`

Promotional Banner

Similar Questions

Explore conceptually related problems

Find dy/dx : x = a(t-sin t), y = a (1-cos t)

Solve : frac(3x)(3x + 2) = frac(1)(2)

Find dy/dx : x =t^7 +1, y = t^5+3t^3

Find dy/dx : e^(tan^-1)(frac(y-x)(x))=x

Find the product. (frac(2)(3) xy) xx (frac(-9)(10) x^2 y^2)

Solve: frac(x+1)(x-1) - frac(1)(2) = frac(1)(3)

Find dy/dx : x = log t+ sin t, y = e^t +cos t

Solve: frac(x)(2) -frac(1-2x)(3) =2

Find dy/dx : y = sqrt((x-1)(2-x)(x+1)(2x+1)

Solve the following linear equations. frac(3t - 2)(4) - frac(2t + 3)(3) = frac(2)(3) - t