((looking to understand this, not get a direct answer!)) What is the solution of the system? 2x-y+-7 4x-y=-4 A. (-1.5,4) B. (1.5, 10) C. (4, -1.5) D. (-1.5,-2) ((any help is appreciated, thank you!))
i would multiply the first equation by -2 so you add them both up and use elimination to solve. 2x-y=-7 4x-y=-4 -4x+2y=14 4x-y=-4
what do you get for y?
wow once you get y you don't even need to solve for x
I don't know what y is
-4x+2y=14 4x-y=-4 all you have to do is add these 2 up like its normal addition
get it?
getting it so far, yes
so add them up to get y lol
-4x+2y=14 4x-y=-4 -4x+4x=0 2y+(-y)=y 14+(-4)=10 therefore y=?
hold on hold on lemme solve this. I'm slow with math, pft. Gimme a bit.
haha it's really easy i think you just don't see it
yeah, I'm probably just not getting it at all...
to solve these problems you need to isolate a variable. that's why i multiplied the first one by -2 so that the -4x and 4x will cross out once you add it
I still don't get it. Sorry.
uhh
2x-y+=7 4x-y=-4 the absolute easiest way your gonna solve this is to plug these both into the calculator and see where the 2 lines intersect
A. (-1.5,4) B. (1.5, 10) C. (4, -1.5) D. (-1.5,-2) or you can plug these points in one by one to 2x-y+=7 4x-y=-4 with the appropriate x and y coordinates
personally i think algebraic elimination or substitution is the easiest which is what I tried to show you at first. what are you not understanding?
Alright I have a calculator now. I know it's not A, so far.
alright, solve it with a calculator for now. but do attempt to learn the algebraic methods eventually as some tests may not allow a calculator .
True true. Eliminated B as well. Thank you for this help.
I got C.
actually it's not C lol
Alright then, I'll redo my math for the other three :/
what does the intersection say lol
... B
yep
I wasn't using a graphing calculator I don't have one, so I was just using a normal one
Thank you for the help, haha... Sorry for going in circles with this problem.
np. good effort
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