JEE Class main Answered
xy=ex-y find dy/dx
Asked by namithnandan838 | 03 Mar, 2024, 08:16: PM
Expert Answer
By taking logarithm on both sides , we get
ln(x y ) = ( x - y)
ln(x)+ln(y) = x - y
if we differentiate above expression on bothe sides , we get
(1/x ) + (1/y) (dy/dx) = 1 - (dy/dx)
(dy/dx) [ (1/y)+1 ] = 1 - (1/x)
dy/dx = (y/x) [ (x-1)/(y+1) ]
Answered by Thiyagarajan K | 03 Mar, 2024, 09:27: PM
JEE main - Maths
Asked by jameelmohd765 | 27 Apr, 2024, 10:23: AM
ANSWERED BY EXPERTJEE main - Maths
Asked by namithnandan838 | 03 Mar, 2024, 08:16: PM
ANSWERED BY EXPERTJEE main - Maths
Asked by anuragkumarjha76 | 10 Jan, 2024, 12:21: PM
ANSWERED BY EXPERT
JEE main - Maths
Asked by gunraiwal9c15 | 25 Jun, 2022, 11:24: AM
ANSWERED BY EXPERTJEE main - Maths
Asked by gamingwired318 | 17 Jun, 2022, 10:19: AM
ANSWERED BY EXPERTJEE main - Maths
Asked by gamingwired318 | 16 Jun, 2022, 08:37: PM
ANSWERED BY EXPERTJEE main - Maths
Asked by gamingwired318 | 16 Jun, 2022, 08:36: PM
ANSWERED BY EXPERT
