Please help!!!!! Ill fan and medal <3
whats the question?
......
Find the slope of the line perpendicular to y=mx-b+Int(e^x-x^2+3x-1, x, inf)
Oh I cant do slope. sorry.
:( can anyone help me?
oops, typ-o y=mx-b+Int(e^x-x^2+3x-1, x, -inf, 0)
lemme do it pls
i dont trust ur ansurs. Last one was wrong!
LOL
Let him do it, people make mistakes once in awhile, that is how we learn
okkkkk
i don't even understand the question
Find the slope of the line perpendicular to \[y=mx-b+Integral(e^x-x^2+3x-1, \space x, -\infty, 0)\]
\[y=mx+b+\int_{-\infty}^0(e^x-x^2+3x-1)dx\]
omg yes! sorry i couldnt get the integral sign to work ><
if that is the question, then it is \(-\frac{1}{m}\) since the integral, if it converges, is a number
here is the answer. −1/m i did it on a piece of paer.
how can i prove that the integral converges though?
i don't think it converges however
satellite, can you fan me so that i can message you? I just need to send one message.
maybe it is \[\large y=mx+b+\int_{-\infty}^0(e^{x-x^2+3x-1})dx\]
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