Y2-X2/4=1 x2-y2/9=1
Y2-X2/4=1 x2-y2/9=1
p2-6p+5=0
Factor the left side of the equation... I have no clue how to do this... 1) x2-y2=1 2) y2-x2/4=1 3) x2-y2/9=1
I need help to factor this problem x^3-x^2+1
The whole question: If set A is the set containing the positive integer factors of 12 and set B is the set containing the positive integer factors of 16, how many different numbers are in both...
Can someone please explain in detail how to factor this expression? 2p^3 + 6p^2 + 3p + 9
I'm having trouble figuring out if x^2+7x+3 can be factored using integers because i've written out the p, q, p+q and pq, but i can't seem to come up with an answer that makes sense. Any...
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2x2-7x-1=0
Please factor.
a. x = ±1 or x = ±i b. x = ±1 or x = i√2 c. x = ±1 or x = ±2 d. x = ±1 or x = √2
6??^2+11??−10 i need to factor this, i need help
What would be the answer here? Please show the full solution... thank you ~
how can I solve these equations?
can anyone please explain this to me? ...
what it would be??
How's this equation?, can someone explain this to me? And what would be the answer?
Please show work