Given: x + y = 6. If x={-15, -6, -1}, then which of the following sets of ordered pairs are solutions?

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Given: x + y = 6. If x={-15, -6, -1}, then which of the following sets of ordered pairs are solutions?

Algebra
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Hey, my name is Hannah too! :) Anyways, what options of sets of ordered pairs were given?
if 3+3=9 the i believe the answer is B
{(-15, -21), (-6, -12), (-1, -7)} {(-15, 21), (-6, 12), (-1, 7)} {(-15, 21), (-6, 12), (-1, -7)} Theses are the answer choices.

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Other answers:

well hannah all you need do is substitute for the 3 values of x in the equation to find values of y
Yeah, what welshfella said...
for example put x = -15 into a + y = 6 -15 + y = 6 add 15 to both sides y = 6 +15 = 21 so we know that either b or c are the correct options as a has (-15,-21) so next try x = -6
so is it b or c?
yes - to find out which try plugging in the next value of x which is -6 and see what you get
all you have to do is replace the x in x + y = 6 with -6 and work out what y is
uhm... is still don't understand, but ok.
-1 + y = 6 now solve for y
y=7
yeah = thats the third value - butthats ok now you should be able to choose the correct option b or c?
find the one containing ( -1,7)
Butthats? whats that even mean... and b
lol but that's
yes b is correct
c has (-1,-7) which does not fit the calculations
do you understand what we;ve done and why?
yes...
good
fantastic
i like your automobile
well bye featheres thanks for helping me!!!
b*tches
its b
thanks!!
CHECK UR MESSAGES HO

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