If x = 5 ( 1 - sin t ) , y = 5 ( t + cos t ) , then d x d y =

Question

If x = 5 ( 1 - sin t ) , y = 5 ( t + cos t ) , then d x d y =, sin t - 1 cos t, cos t sin t - 1, tan t 2, cos t / 2 - sin t / 2 cos t / 2 + sin t / 2

MARKS App · Accepted Answer

Given x = 5 ( 1 - sin t ) and y = 5 ( t + cos t ) Therefore, d x d t = 5 ( - cos t ) . . . ( i ) and d y d t = 5 ( 1 - sin t ) . . . ( i i ) Dividing equation ( i ) by ( i i ) ⇒ d x d t d y d t = 5 - cos t 5 1 - sin t ⇒ d x d y = cos t sin t - 1

Search any question & find its solution

Looking for more such questions to practice?