Theme: Linear Equations...
  • Joe has been keeping track of his cellular phone bills for the last two months. The bill for the first mont was $38.00 for 100 minutes of usage. The bill for the second month was $45.50 for 150 minutes of usage. Find a linear equation that gives the total monthly bill based on the minutes of usage
  • Use the form y=mx +b for linear equations. Write the equation for the following relation. C = {(x, y): (6, 15), (8, 21), (10, 27),}
  • How to solve linear equations by substitution?5x+2y=9x+y=-3
  • Solve the following system of linear equations by substitution: 8x-y=-13 6x-3y=15
  • What is 5m+6+m-18=60
  • A system of linear equations in two variables can have _____ solutions
  • Ax+by=1 bx-ay=a+b solve in linear equation in 2 variables
  • Solve the system by substitution method X=-4y+4 3x-7y=-7
  • Solve these system of linear equations: 5x-y=10} 4x-2y=20} AND: 3x+4y=12} 2x-y=-10} WITH STEPS
  • What type of equation is y= -3/4x -5/4?
  • Solving linear equations is not for me : b i need to know p - 15 = 13 - 6p
  • What is P - 15 = 13 - 6p
  • What is 2 = y/5-8 answer!
  • What is -7n-4=24 lol i hate homework
  • The coordinates below represent two linear equations. How many solutions does this system of equations have? >.< Line 1 x y –6 –6 –4 –3 Line 2 x y 0 3 2 6 A. 0 B. exactly 1 C. exactly 2 D. infinitely many The coordinates below represent two linear equations. How many solutions does this system of equations have? Line 1 x y –4 8 4 6 Line 2 x y –1 1 3 5 A. 0 B. exactly 1 C. exactly 2 D. infinitely many
  • What is 1k+3=5k-3 algebra
  • graph a linear equation?For example,18x+9y=72
  • ?3x-y=2 and 6x+3y=14 as a system of linear equations
  • A membership to the gym costs $23 per person in 1995. The membership cost has increased by an average of $6 per person for each year since 1995.a. Write a linear equation for the cost of a gym membership for one person since 1995.b. What is the cost of a gym membership in 2009?c. What year did the gym membership cost $85?
  • Solve for a b= 3/8(a-10)
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