if t=y+2t^2 find dy/dt
Answers
Answered by
6
Answer:
Heya user......❤
Given,
y = t + 2 t^2
Hence,
dy / dt
= d/dt ( t +2 t^2)
=1 + 2 ×2 t
= 1 + 4t
Hope it’s helpful...... ☺
Answered by
1
Answer:
dydx=2(t2+t+1)
Explanation:
For parametric form of equation, dydx=dydtdxdt.
Here as x=t2−2t, dxdt=2t−2=2(t−1)
and as y=t4−4t, dydt=4t3−4=4(t3−1)=4(t−1)(t2+t+1)
Hence dydx=4(t−1)(t2+t+1)2(t−1)=2(t2+t+1)
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