Mathematics Homework Solutions
#174463
Find the limit, if it exists. Limit (x, y -> 0) f(x) = 15 x^3 y /(2x^4 + y^4)
Find the limit, if it exists.
Limit (x, y -> 0) f(x) = 15 x^3 y /(2x^4 + y^4)
Please see the attached file.
f(x) = 15 x^3 y /(2x^4 + y^4)
Let (x, y) approach (0, 0) along the X axis. Then we put y = 0 and take the limit
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