I did this
website for a grade in my Algebra 2 class.
It is to help other students
understand the systems of equations!
I really enjoyed doing this,
and I hope it helps you.
5x + y = -2 ---> y = -5x-2 3x - 4 (-5x-2) = -15 3x + 20x + 8 = -15 23x = -23 23x/23 = -23/23 x = -1 y = -5(-1) - 2
The answer is (-1 , 3) |
*After I solved for "y", I plugged that equation into 3x - 4y = -15, and then I solved that one for "x". * x = 1, so I plugged that into the equation y = -5x - 2. * So the answer ended up being x = -1 and y = 3.
|
3x + 2y = 11 10x - y = 6 -------> y = 10x - 6 7x - 3(10x - 6)
y = 10(1) - 6
ans. = (1,4)
|
* The equation ended up being 10x - y = 6, then I solved for "y", so the equation is y=10x-6. * I then plugged that equation into 7x - 3x = -5. * That ended up being x = 1. * I plugged x into the equation of "y", so y = 4. * The answer ended up being x = 1, and y = 4.. |
x = cost
of circle frames
x = -y + 30 9.95 (-y + 30) +10.5y=310.6 -9.95y +298.5+10.5y=310.6
9.95x + 231 = 310.6
|
*I made two equations from "x" equaling the
cost of circle frames *
*"y" equaling the cost of square frames. *I solved the first equation for x. *After I solved that, I plugged it in the original equation and got what y equals. *So I plugged what y equaled into the equation of x and then I got the answer. *x= 8 circle frames and y = 22 square frames. |
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