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2 If dy x2 find y as a function of € subjected to conditions y 1 when x = 0. dx (Hint: You have been asked to find the anti derivative (y) of the function f (...

Question

2 If dy x2 find y as a function of € subjected to conditions y 1 when x = 0. dx (Hint: You have been asked to find the anti derivative (y) of the function f (x) = x subjected to the given initial conditions You know that when finding anti dlerivative. unknown constant is added at the end: Use given conditions to determine what this constant is and hence y.)

2 If dy x2 find y as a function of € subjected to conditions y 1 when x = 0. dx (Hint: You have been asked to find the anti derivative (y) of the function f (x) = x subjected to the given initial conditions You know that when finding anti dlerivative. unknown constant is added at the end: Use given conditions to determine what this constant is and hence y.)



Answers

Given the following equations, evaluate dy/dx. Assume that each equation implicitly defines $y$ as a differentiable function of $x$. $$x^{2}-2 y^{2}-1=0$$

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There is the function off X way as sign X Way is secret toe one f off X way baby toe sign X y minus blood. So differentiating this function in the implicit differentiation method we get divided by D X off X divided by y where X is a differentiation with respect to eggs and f by is a differentiation with respect to buy FX, all the companies belong to eggs will be considered and the vest off the function independent off eggs will be taken as constant and differentiation further baby zero same in function by when differentiating with respect by the functions off viable be considered and arrest off the function will be taken as constant differentiation off zero. So solving this equation further, bigger they remind us fx upon everybody. So Rieger minus to buy. Thanks. Bye. Do I give way to add Waas eggs? Why so here Differentiating with respect to X, we get differentiation off sign eggs I lost six and the depreciation further off Explain as by So the value is to buying because X y so dividing this time differentiated with respect to buy bigger two X cause X y and the differentiation off exit by with respect away will be ex sort of a locals to x course X ray. So for them simply fine, we get minus Why nobody x So the differentiation off dysfunction off to bury every love Excellent by is minus. Why? Why? This is also implicit differentiation matter and this is the final answer off the question.

They were a good idea to solve a problem. But the debate here function as going bye bye. He does about It's like minus two equals zero. So why buy Galex? Is it going toe minus effects by F light which isn't goingto minus. You know, it's stupid and slight in Dubai. Do you have a bite? Here is to exploit, but right ear is to employ in tow, sort of minus lie square. You didn't bar X like they went by. You don't about exploit in new one plus X light. We just go do mine s alive by one plus excellent.


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