The slope of -x plus 6y is equals to 12 is said to be (2 + 1/6x).
x=1
(A) x + 6y = 19 (B) -x + 6y = 17 (A)+(B): 12y = 36 so that y = 3 Substituting this value of y in (A), x + 18 = 19 so x = 1.
7x+6y+5
4x + 6y = 62-6x + 6y = -18 Multiply this equation by -1 the result will be_______________4x + 6y = 626x - 6y = 18_______________ Equation 1 + Equation 2 the result will be10x = 80 ----> X=8Put the value of X in one of the Equations above to find the value of yand so Y=5
The slope of -x plus 6y is equals to 12 is said to be (2 + 1/6x).
x=1
(A) x + 6y = 19 (B) -x + 6y = 17 (A)+(B): 12y = 36 so that y = 3 Substituting this value of y in (A), x + 18 = 19 so x = 1.
-x+3y+6x-6y=5x-3y
7x+6y+5
4x + 6y = 62-6x + 6y = -18 Multiply this equation by -1 the result will be_______________4x + 6y = 626x - 6y = 18_______________ Equation 1 + Equation 2 the result will be10x = 80 ----> X=8Put the value of X in one of the Equations above to find the value of yand so Y=5
x(y - 10) + 6y
Solving these simultaneous equations by the elimination method:- x = 1/8 and y = 23/12
That is the answer. If y is undefined, then 1+6y is as far as you can go.
x = 6y over (y-6)
Presumably this is a simultaneous question in which you're asked to find the values of x and y. x+6y = 55 -x+6y = 53 Adding both equations: 0+12y = 108 Divide both sides by 12 to find the value of y: y = 9 Substituting y = 9 into the original equation will enable you to find the value of x: x = 1 and y = 9
7y-8 = 6y+1 7y-6y = 1+8 y = 9