Show that the function
@amistre64 @dan815 @satellite73 @zepdrix
take its derivative?
cant say i know what its taking about.
ln(4)
ln(4x) - ln(x) is yout thought?
i put it into my calculator and i got ln(4)
well the integration makes sense since 1/t ups to ln(t) then evaluate it at the limits 4x to x
another way is to take the derivative: d/dx F(x) = d/dx F(4x) - d/dx F(x) d/dx F(x) = 4f(4x) - f(x) since f=1/t d/dx F(x) = 4/4x - 1/x d/dx F(x) = 1/x - 1/x = 0 for all x between 0 adn inf and since the derivative of a constant is 0, yada yada
other than that, im not sure what they want as proof
how to i evaluate it at 4x to x
to=do
plug it in like any other limit
can u show me im having a brain fart
im not going to do a basic integration problem for you how do we do integration with limits?
never mine i figured it out. thanks for everything :)
k, good luck
Join our real-time social learning platform and learn together with your friends!