please help
the requested region is given as intersection between two half-planes
one region is composed by all points whose y-coordinate is greater or equal than the corresponding y-coordinate of this line: \(y=2x+4\) |dw:1444755186951:dw|
i think that the answer would be the first choice but in not completely sure. @ganeshie8
oops.. sorry ...whose y-coordinate is less or equal than... \(y=2x+4\)
hint: the second line passes at points \((1,-1)\) and \((-1,3)\) so its equation is given by the subsequent expression: \[\frac{{y + 1}}{{3 + 1}} = \frac{{x - 1}}{{ - 1 - 1}}\] please simplify
oh i already did this i forgot i posted it sorry. . . i do have another question though
you are making your weekly meal plans and are working with the following constraints: it costs $8 to go out to dinner it costs $5 to go to lunch. you want to go out to dinner at least as many times as you go to lunch you can spend at most $42
i think it is 5
thank you green_1
is there anything else i can help you with
yes hold on haaha
#6 would be the second choice and ill have to get some one to help with #7
@ganeshie8 @Michele_Laino \ @jacobrocket173 @jazzyspazzy
@countrygirl1431
@nevermind_justschool
whats the question?
there is an attachment above the mentions
#7
i have no clue im only in algebra 2
element \(m_{12}\) is located at the intersection between the first row with the second column
@kropot72 @KaylaRdz0405 @geny55 @nincompoop @nthenic_oftime @undeadknight26
country girl it is algebra 2 haha and michael i dont get what your saying
sorry i spelt your name wrong haa michele
so would it be 2
hint: |dw:1444758631919:dw|
look at the intersection, please
as we can see, number \(7\) is located at the intersection between the first row and the second column, so we have: \(m_{12}=7\)
wait but i thought it would be 2
no, since \(2\) is the element at the intersection between the second row with the first column, namely: \(m_{21}=2\)
is there anything else you need?
oh ok thank you and no :)
if you need anything else just ask ill try my best to help
thank you
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