The point (2, –1) is a solution to which system? Select one: a. y = 2x y = 2x + 1 b. 3x – 2y = –7 2x + 3y = 4 c. x + 5y = –3 3x – 2y = 8 y=1/5x-3/5 d. =3/2x+4
put x=2 y=-1
so what will it be
Just put the values and you will come to know what it will be...
i think its a am i correct
first u will put those vslues in those equations of option a
you need to test this one point into your given equations. The purpose of this question is to teach you that this point is only on one of those lines so the only way for you to learn this is to sub x=2 and y=-1 in each case.
ok
actually I see this is a system of equations so therefore it the intersection of the system of equations. You can sub these values into the equations given. It must be true for all of the equations given in order for it to be a solution.
A?
A does not even cross at all, see the 2x in both equations that represents that they are parallel lines. Parallel lines do not cross in Euclidean Geometry. So therefore choice A is considered to be "no solution"
A does not cross and has no solution.
In this what exactly do you have problem. You have to , (x value ,y value) Substitute the x value given for x and y value for y , If both sides are equal then that is the answer
ok then its B
No
so we can cncel out b and a
and D so c is the answer right
am i right
seems like you are guessing, it so pick any of them
you have a 25% chance of being right, if you are trying to get it 100% correct perhaps you should take our advice and sub the x and y vlaue
im not guessing i have a pen and paper
am i correct ir not
well prove to us or me that you are correct show us your work
simple question stil cant be answered
@ganeshie8
please
3x-2y=-7 3(2-2(-1)=-7 this equals 8
8 does not equal -7 so this can't be the solution
both sides have to be the same
so the answer is D
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