Factor completely, then place the factors in the proper location on the grid. y^2 - xy - 56x^2
medal 100% if you answer
\[\large (y+ax)(y-bx)\qquad=\qquad y^2+\color{royalblue}{(a-b)}xy-\color{orangered}{ab}x^2\] \[\large y^2+\color{royalblue}{(-1)}xy-\color{orangered}{56}x^2\] Understand the way I colored these? We want `factors` of 56 that will add/subtract to give us -1. What factors of 56 will do that for us? :) Can you think of them?
Come on clay +_+ you gotta put a little effort in here!
-(8x-y)(7x+y) i come up with this but it dosent match can you help look on screen
Hmm that should be correct. Maybe your website is just being picky. Trying entering it this way instead, (y-8x)(y+7x)
since 7−8=−1 and 7×−8=−56 you can factor as (y−8x)(y+7x) i have no idea how to put in in the grid though...
No? :o Drag the symbols to the grid. Start with a bracket in the first slot.
one sec i put then screen you will see
Oh the instructions say to click, not drag. My bad. So click a symbol, then click an open spot.
thats what i got
so i think it need diffrent answer if it dosent match
(y−8x)(y+7x) may be this is wrong because on problem the answer dosent match at the end look on screen
factors are correct, where it says it's wrong
look on screen im trying to finish but seven is one block far and they put that
or you can do (y+x7) then it will fit but im not sure if its right way
you can change the characters by double click, Put in the form as the y-8x
type your answer i trying put yours
\[(y-8x)(y+7x)\]
eyeyeyey matched:) can i ask you more questions because i have another 2 that stucked and don't maatch
did you solve them?
16ax + 4x2 +16a2 Answer ---> 4(2a+x)^2
same here :/ factors right but they don't fit
double click and remove and then put the symbols
one thing those symbols put system
they are not erasable i need to finish but how they put they put it my answer won't fit how they put
you can remove them or take the 4 to the end
\[4(x+2a)^2\]
_ _ (_ _ _a__ <---- those ( a not removable
try the expression which I have posted
factor(y^2x - y^x - 20) answer -y^x+xy^2-20 this one not working too
they put 4 at the end
then you can try that, put 4 at the end
how
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