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The sum of two integers is -61. The difference of two integers is -143. What are the two integers?
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x+y=-61 x-y=-143 If you add these together, you will eliminate y and have a solution for x. You can then put the solution for x back into one of the original equations and solve for y.
x = first y= second x+y = -61 x-y = -143 2x = -204 x = -102 y = 39
-102 and 41
oh yeah41..bad mathing lol
Luis' method is another good way to do it. The first method used was elimination. Luis's method is substitution. Both work well. I happened to choose elimination in this case because of the ease of elimination the y variable because they were equal opposites as written.
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Thanks to everyone! You're very much appreciated :)
You're welcome :)
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