Recent content by popsquare

i get it, thank you very much.

I am looking for the angle needed to rotate the conic to eliminate the xy-term but the angle I find is negative and I need the counter-clockwise angle of rotation to satisfy 0 < theta < 90 degrees. Where am I going wrong? Or what else do I need to know? Thank you for your help...

Thanks for your help. Office Shredder. Are either of these possible as polar points (0,1.249 rad) , (infinity, 1.249 rad) because I am thinking since r = 0 it cannot possibly be a line like y=3x. Convert the radian angle I found into a polar point that extends infinitely into the I...

I have gotten from this equation: y=3x into its polar form by substituting x= r cos (theta) and y=r sin (theta) to get me here: r sin (theta) = 3r cos (theta) Substitute and simplify. r sin (theta) - 3r cos (theta) = 0 Subtract 3r cos (theta) from both sides...

i guess the solution needs to be modified since they are all multiples of pi/4. There might be a better way to understand this , I solved 3*pi/4 = pi/4 + 2*pi*k for k and got k=1/4. Then plugged this into the general equation for all solutions and got, pi/4+2*pi*1/4 which becomes pi/4+pi/2...

What is the algebraic method to get from X = (pi)/4 + 2(pi)K into this form => X = (pi)/4 + (pi)/2K ? These are the general equations for all solutions to this original equation: 6 sin^2 X-3=0 , I can understand how to get the general equation graphically can someone show me how to get...

ln x = e ^ some number. we just use a calculator. we made a list in class of these ones, but they are simple. ln e^2=e ln e^x=x

Hello everyone, I do not understand how:: e raised to ln of x = x ? this notation might make more sense:: e^ln x=x ? Thanks for the help.