y=2x+5 Find the slope
@mathmale @bloopman
Too raw. Have you tried taking the line integral over [0, 2pi] for both sides?
I used u-substitution to find the initial state of a qubit before it is observed in the plus/minus basis and used Grover's algorithm to search through a lattice of N indexes. But all that did was spawn a super massive black hole with me in the center of it. Now I'm stuck trying to find my way to the event horizon.
I used to work for NASA until a few mathematical errors with the Challenger...
I have no idea why though my logic is perfectly sane
@tHe_FiZiCx99
First, you'll probably need to verify that the integral is defined over the real plane. Then, let f(x,y) be a real-valued continuous function on the rectangle R = {(x,y); |x-x0| <= a; |y-y0| <= b}. Now, can you assume f has a partial derivative with respect to x?
Also, have you tried turning down?
I've tried... but my son keeps telling me turn down for what
The slope is 2x. (0, 5) is the y intercept. Slope is normally described by the ratio of the rise divided by the run between two points on a line.
._. Luigi why didn't you answer X_X y = mx + b M being the slope b is the y intercept
THANK YOU! Now I can escape this black hole via Hawking Radiation!
^
Anddddd I'm in another black hole
Good Luck!
That's my son!
Join our real-time social learning platform and learn together with your friends!