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If dy = 0 then you have a horizontal line.

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Q: What happens when Dy 0?
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Shqiponja me dy krenare


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The partial derivative in relation to x: dz/dx=-y The partial derivative in relation to y: dz/dy= x If its a equation where a constant 'c' is set equal to the equation c = x - y, the derivative is 0 = 1 - dy/dx, so dy/dx = 1


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What is the meaning of individual dx and dy in derivative in mathematics pls explain with example?

ok so very simple,, dx an dy are just like y prime if youv gotten that far. it just means the derividive of x and y. ..so lets say your problem looks like this3xy+2y = 1 so we start by taking the derividive. so we would end up with (3ydx)(3xdy)+2dy=0 so we r going to rewrite like so9xydxdy + 2dy = 0 if it looks crazy, dont panic. if it doesn't look crazy its probobably wrong. so then we factor out a dy..remember that we r trying to end up ith dy/dxdy( 9xydx +2)=0 ....divide to get it on the other side.dy= 0/(9xydx +2) ...it looks complicated because this problem is made up, and wont be correct in the end.. so oviously the answer will end up being 0, but if this was areal problem you would times both sides of your fraction by the bottom to end up withdy =(0)(9xydx+2) divide both sides by dx to end up withdy/dx = (0)(9xy+2) so dy/dx = 0 that is by far the hardest non-chain rule problem you will ever have..i promise