Simplify (x-4) (x^2+3x-1) please I need help
what i got was x^3-x^2-13x+4
i did that by multiplying everything in (x^2 + 3x -1) by x and then by 4 and combined like terms
sure
ok ARoC (average rate of change) = change in y over change in x. so from -3 to 5, you y changed by 8 and from -3 to 1, your x changed by 4 so 8/4 = 2. your ARoC is 2
take (3xy-18y) + (2x-12) take out 3y in the first part so you have 3y(x-6) and then take out 2 in the other part so you have 2(x-6). so. 3y(x-6)+2(x-6)
so then in the end you should get (x-6)(3y+2)
ya
we get the same thing we just got it different ways
course :)
yes, it is
ill check it, gimme a sec.
Yes, 43 is correct
yes. so first i found t(4) = 4(4)+3 so t(4)= 19. next i found c(19) = 2(19) + 5 = 43
( thank you for your testimonial :) im glad to know im helping)
im happy to help whenever :)
im figuring out the how but your answer should be\[4\sqrt[4]5{}\]
C is your answer
yes, youre right
if you change c into y=mx+b form, you get y-3=2x-4. add the 3, y=2x-1 which is the same as the line i first gave you :)
ok so before you even plug in 3, find the inverse of your original equation. do you know how to do that?
im not sure if you responded...my computer hates me XD
if you didnt, then the way you find it is you basically realize that f(x) is a fancy way of saying y, so you switch the x and the y in your problem and resolve again for y. so x = (y-5)/3
solve for y
your inverse function is 3x+5. now substitute 3 in for x and you get 9+5 which is 14 so yes you got it correct, good job
sorry, had to go take food out of the oven before my house burns to the ground XD
worthy cause XD
Yes, your answer is B
ok. the conjugate of a complex number is a long and complicated way of saying leave the real number alone, change the sign of the imaginary number
so since 2 is your real and -8i is your imaginary, change the - to a +8i and you get 2+8i
awesome :)
anything else you need help with?
i got all the time you need :)
sure thing. :) youre talking to an insomniac, i got a lot of time XD
do you know the x factor? it makes things pretty simple to at least see
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in an equation where there is a number before your x^2, multiply that number by your last number
so you have \ 68 / \ / \ / \/ / \ / \ / \ / 16 \ just pretend that looks decent for me XD
now you find what number multiplies to make 68 and adds to make 16
D is your answer
im just confusing you XD sorry.
haha thank you
A. 2. im figuring out how to explain that though....
ill check right now
here, @awkwardpanda will also help too :)
ya, but im gonna be eating at the same time and i dont want my answers to get too delayed XD
there they are :)
ok for that one, you could do solving using the quadratic formula. but for me its easier to subtract 20 and have 2x^2+3x -20 = 0
so what multiplies to -40 and adds to 3?
yes good job :)
im sorry, i was eating
ok this one might take me a little so hold on a sec
im lazy so im just gonna plug the #s in XD
B.
anything else ya need?
sure thing. dont really got anything better to do XD
sorry about this but your messages (if there are any) arent coming in all that well on my comp. so i cant tell if youre saying anything or not...
ok now this one goes y=50. y=10x and y=5x+20
do you see why?
anything else?
alright
yes, they both started with the same expression. figuring out how they got their answers
they both started with x^(1/3)
im not too sure about this one, sorry.
yeah, im not the best at word problems XD
any parabola such as y=x^2 would work, the focus of y=x^2 is at (0,1/4) and the directrix y=1/4
cool :)
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