A curve passes through the point (1,6π) . Let the slope of the curve at each point (x,y) be xy+sec(xy),x>0. Then the equation of the curve is

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A curve passes through the point {({1},{}{{6}})} . Let the slo

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A curve passes through the point $(1, \frac{π}{6})$ . Let the slope of the curve at each point $(x, y)$ be $\frac{y}{x} + sec (\frac{y}{x}), x > 0 .$ Then the equation of the curve is

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A curve passes through the point

(1, \frac{π}{6})

. Let the slope of the curve at each point

(x, y)

\frac{y}{x} + sec (\frac{y}{x}), x > 0 .

Then the equation of the curve is

14 mins ago

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Question Text	A curve passes through the point $(1, \frac{π}{6})$ . Let the slope of the curve at each point $(x, y)$ be $\frac{y}{x} + sec (\frac{y}{x}), x > 0 .$ Then the equation of the curve is
Answer Type	Video solution: 1
Upvotes	150