Question
Y=55/5x^2+3 f(x)=v(x)u(x)[u(x)v(x)][v(x)]2f(x)=v(x)u(x)[u(x)v(x)][v(x)]2, where u(x)=(x2+3)15,u(x)=15(x2+3)45(2x)=2x5(x2+3)45u(x)=(x2+3)15,u(x)=15(x2+3)45(2x)=2x5(x2+3)45 v(x)=55,v(x)=0 Find the derivative of the given function.
Y=55/5x^2+3
f(x)=v(x)u(x)[u(x)v(x)][v(x)]2f(x)=v(x)u(x)[u(x)v(x)][v(x)]2, where u(x)=(x2+3)15,u(x)=15(x2+3)45(2x)=2x5(x2+3)45u(x)=(x2+3)15,u(x)=15(x2+3)45(2x)=2x5(x2+3)45
v(x)=55,v(x)=0
Find the derivative of the given function.
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Managerial Accounting Tools for business decision making
Authors: Jerry J. Weygandt, Paul D. Kimmel, Donald E. Kieso
6th Edition
978-0470477144, 1118096894, 9781118214657, 470477148, 111821465X, 978-1118096895
