Find expressions involving x and y for the slopes (gradients) of PA and PB using the gradient formula. Then, equate the expression for the slope of PA to 2 times the expression for the slope of PB, and rearrange and simplify.Given two points A(3,-2) and B(-1,7), find the equation of the locus of P(x,y) if the gradient of PA is twice the gradient of PB. Im unsure on how to solve this question.
Hi, this is completely unrelated to the question, but I was wondering how you got that formatting where you have actual fractions not use (8x19)/(x-7). Does advanced formatting for these posts have this function, do you use a website or ....? I'm sorry if it's a silly question.Did this in some hurry; may well have mistakes.
You should get something like:
and eventually:
a hyperbola with horizontal asymptote y =16 and vertical asymptote x = 7.
Latex, there's a sticky post about it in the maths forum.Hi, this is completely unrelated to the question, but I was wondering how you got that formatting where you have actual fractions not use (8x19)/(x-7). Does advanced formatting for these posts have this function, do you use a website or ....? I'm sorry if it's a silly question.
cool thanks!Latex, there's a sticky post about it in the maths forum.