Another graph question I'm iffy on.... (the answer either A or D?) Which of the graphs below represent the graphical solution to the following system of equations? 3x - 4y = 32 5x + 2y = 10
Simply solve each equation for y, then equate the two equations to each other and solve for x, giving you the point of intersection.
I know, but solving for y is my problem
my not knowing of how to solve for y is my trouble
have you solved for x ?
yes @Coolsector
what did you get ?
2, 0 and 0, 5 for inserting the numbers
5x-2y=10 if x=6,y=10 then 5x = 30 2y=20 then 30-20=10
wait .. you should find only one value of x .. solving for x : 3x - 4y = 32 5x + 2y = 10 multiply the second equation by 2 : 3x-4y=32 10x + 4y = 20 add both equations : 13x = 52 x = 4
I'm writing this down if that's ok
my error, I suck at math
Ok, it's written
so after you find x .. you can find y by plugging x in one of the original equations
a good way to check yourself is to plug it into both of the equations and see if the same value of y pops out
I will try that next time :)
do it now .. try and get the y value
you dont know it yet .. you just know x=4.
What about the y value?
3(4) - 4 y = 32
3(4) = 12 12- 4 y = 8
i dont understand anything .. what is y if x = 4 ?
1?
I'm sorry i don't know.... :(
please help me find y....
if we plug x =4 into the first equation : 3x - 4y = 32 we get 3 * 4 - 4y = 32 -4y = 20 y=-5
same goes for the second equation : 5x + 2y = 10 5*4 +2y = 10 2y = -10 y= -5
so the intersection is (4,-5) you have a graph like this.
B
oh my god thank you!!!1 i'm going to write all of this down!!!1
yw
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