Let x represent one number, and y the other number. Write a system of equations, then solve the system.
Three times a first number decreased by a second number is -1. The first number increased by twice the second number is 23. Find the numbers.
3x-y=-1
x+2y=23
the solution is 3 and 10
400
Find the product:
9xy (5x + 2y)
45x^2 + 18xy^2
500
Simplify:
-8 -2 - (-5) + 11
6
500
4y - 7 > 9y - 2
(-infinity, -1)
500
Write the point slope form and y-intercept form:
Slope: -4 passing through (-5, -2)
point-slope: y+2 = -4(x+5)
y-intercept: y=-4x -22
500
Solve the system by the method of your choice:
2x-4y=3
x=2y+4