Solve the simultaneous equations, x+y = 16, 5x -2y = 17

Multiply the first equation by 2 to obtain 2x+2y = 32,Then use the elimination technique and add the first equation into the second equation to get : 7x = 49 therefore divide by 7 to find x = 7 Sub this value of x into the first equation and rearrange to find y = 9

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Answered by Matthew O. Maths tutor

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solve 125^(1/3)*2^(-3)


You are given two equations: 3y-2x=11 and y+x=12. By solving simultaneously, what is the value of x and the value of y.


solve 2^(3x+1)=16


Rearrange 4(2x + y) = 11 + 7y to make x the subject


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