Can someone help me understand the foil method ?
do you know what FOIL stands for?
first, outer, inner, last some where in the middle i'm missing an operation
right. so multiply the first terms=> multiply the outer terms => multiply the inenr terms => multiply the last terms => add them all up
for example (1 + 2)(3 + 4) F = (1 x 3) O = (1 x 4) I = (2 x 3) L = (2 x 4) right?
right
so if i simplify those F = 3 O = 4 I = 6 L = 8 if you add all those up 3 + 4 + 6 + 8 = 21
now..to show you that's right...i'll do this the PEMDAS way (1 + 2)(3 + 4) (3)(7) 21
see?
ooooo ok
but of course..you use FOIL in algebra not arithmetic....i just used numbers to easily show you how it's done
let me try algebra (x + 1)(x - 2) F = (x)(x) O = (x)(-2) I = (1)(x) L = (1)(-2) if i simplify those F = x^2 O = -2x I = x L = -2 if i add all of those up x^2 - 2x + x - 2 if i combine the like terms x^2 - x - 2
correct, i was looking for one of my problems in my notebook , right exactly like your example
that's because i'm your teacher
ok
anyway, joking aside. did you get my explanation?
So i would line it up first row / second row ???
ahh you mean like this x^2 - 2x + x - 2 ======== x^2 - x - 2
yes i was trying to do just that and it wasn't working for me ( lining up that is) but that' exactly what i mean thanks
why would set #2 (outer) be -2x and not x-2 ??
(x)(-2) that is x multiplied to -2 not x - 2 if you multiply a number and a letter, you just stick them to one another so x multiplied to -2 is -2x
ahhhhhhh ok.......
(x^2)^5 ______ x^2 x^4
here i would multiply the exponents (x^2)^5 = x^10 ; x^2 x^4 = x^6 (total answer x^4) that was an easy one...
right
(7y^0 8^4)^3 _____________ (2g^2)^4
variable can not be raised to zero, therefore it must be changed to 1 ??
right. y^0 = 1
i'm a little stuck will try it
(7^1 8^4)3 (7^3 8^12 --------- _____________ (2g2)^4 ????? 2g^8
you raise 2 to 4 too
(2g2)^4 = 8g^8 ????
you raise 2 to 4 not multiply it
6
raise means 2^4
=16
yes
trying to see where i went wrong with this problem
got it ! the first two has to be raised as well
thank you for your assistance really appreciate it....
welcome
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