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suppose that xe^yz, where x=t2, y=1-t and z 1+2t find dw/dt
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please clarify... where is w?
im guessing you meant x = t^2
ya is t^2 and w= xe^y/z
just sub everything in so that w is in terms of "t" then differentiate
t^2 e^1-t/ 1+2t like this?
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yes
2t e^1-t/ 1+2t (-1 +2) =2t e^1-t/ 1+2t (1) ?
hard to read in that format...can you use equation editor? you have to use both product and quotient rules
here is solution to check your work http://www.wolframalpha.com/input/?i=differentiate++%28t^2+e^%281-t%29%29+%2F+%281%2B2t%29
\[t^2 e^{1-t/1+2t} => 2t e^e^{1-t/1+2t} +t^2 e^{1-t/1+2t} (1-t/1+2t) \]
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