Mathematics OpenStudy (anonymous):

solve by the eliminatin method 7r-9s=-1 9r+7s=73 the solution is OpenStudy (anonymous):

multiply first equation by -9 & second - by 7; add together... let me know if there is a problem OpenStudy (anonymous):

could you show me i do not know how to work this OpenStudy (anonymous):

multiply first equation by -9 & second - by 7: -63r+81s=9 63r+49s=511 add together... should "eliminate" s, right...? OpenStudy (anonymous):

will eliminate r (not s!) OpenStudy (anonymous):

what did you got for s? OpenStudy (anonymous):

after adding 2 equations together you should be left with: 130s=520 s=520/130 s=....? OpenStudy (anonymous): OpenStudy (anonymous):

good! now find r, please to do that, put value of s in ANY original equations above. Try it, please OpenStudy (anonymous):

confused now so that was not the end of the equation OpenStudy (anonymous):

in original equations you have 2 variables. we found s, now - need to find r OpenStudy (anonymous):

because s=4, then by using original: 7r-9s=-1 we will have: 7r-9*4=-1 7r-36=-1 can you solve it for r? OpenStudy (anonymous):

29 OpenStudy (anonymous):

7r=36-1 7r=35 r=35/7 r=5 OpenStudy (anonymous):

so, you got answer: r=5 and s=4 Good Luck! OpenStudy (anonymous):

so the solution is an ordered pair of (5,4) correct OpenStudy (anonymous):

right OpenStudy (anonymous):

thanks you inik you broke it down very simple for me to understand I have not had math in over 35years thank you for your support OpenStudy (anonymous):

you are very welcome!! let me know if there are any questions - happy to help :) OpenStudy (anonymous):

okay

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