points of intersection.

can you find the points of intersection between (x-1)(x+1)(x+3)= (x+3)(x+3)/3 ,

or is it impossible. ( the (x+3)(x+3) ) is ALL divided by 3

can you find the points of intersection between (x-1)(x+1)(x+3)= (x+3)(x+3)/3 ,

or is it impossible. ( the (x+3)(x+3) ) is ALL divided by 3

Both sides appear to have a common factor (x+3). So deal with that factor first, then divide both sides by that factor (when it isn't zero) to get a simpler function you can check for points of intersection.

but it dosen't work,

What "doesn't work"?

What have you done so far, what overall answer do you get, and what is the answer supposed to be?

they intersect at 8, 1296 apparently

Is that supposed to be a pair of (x,y) coordinates i.e. x = 8, y = 1296?

You can see that isn't right if you put x = 8 in both sides of your original equation!

Do you have a screenshot of the original question? I get 2 messy answers for x when I try to solve!

Is that supposed to be a pair of (x,y) coordinates i.e. x = 8, y = 1296?

You can see that isn't right if you put x = 8 in both sides of your original equation!

Do you have a screenshot of the original question? I get 2 messy answers for x when I try to solve!

Is that supposed to be a pair of (x,y) coordinates i.e. x = 8, y = 1296?

You can see that isn't right if you put x = 8 in both sides of your original equation!

Do you have a screenshot of the original question? I get 2 messy answers for x when I try to solve!

ok here we go. part II the (2-x) is to the power of 4