Need to get the answer to this problem by using elimination: =x-3y=61 and 2x+y=-7
Friday, July 23rd, 2010Solution:
- 2x - =y=61
- 2x + y= =7
If you subtract the second equation from the first, you can eliminate x and you are left with -4y = 68.
So y = 3D -17, and plugging this into the first equation we can figure out
y: 2x = (-51)=61,
so x = 5
Related Topics
- Solve this problem by using elimination: 2x-3y=61 and 2x+y=-7
- 2x-5y=9 and 3x+4y=25. Solve by the method of elimination.
- If Utility Function is Expressed as U(x,y) = x^0.5 y^0.5 What is the Marginal Utility at Point (64,25) and (49,36)? Treat Y as a Constant. Would the Answer be MUx(x,y) = y. MUx(64,25) = 5 ? and MUx(49,36) = 6?
- In trapezoid ABCD the median MN cuts diagonals AC =D at p and q repectively, BC=12, and AD=20 Determine PQ please explain your steps. i know the median is 16 and I know the correct answer is 4, I know there is a formula but we have not proved it.
- Suppose a Word is a String of 8 letters of the Alphabet with Repeated Letters Allowed: (5 points, 1 point each) Show all work. Do not Answer with just a Number. 1. How many words are there? 2. How many words end with the letter N? 3. How many words begin with R and end with N? 4. How many words start with A or B? 5. How many words begin with A or end with B
- How do you make a T chart for the problem y=2x^2+4x-5
- Find three consecutive odd integers such that the sum of the largest and twice the smallest is 25. If x represents the smallest integer, then which equation could be used to solve the problem?
- I need to know how to do problems like this, I want to know how to solve, and simplify them, and also finding slopes. Like these kinds of problems(Write the equation, 3x + 5y = 15, in the slope intercept form (y = mx + b))
- The total area of a cylinder is 40. If height = 8, find the radius. (The formula for total area used in class is: Total area = 2πrh + 2πr²)
Tags: 9th Grade, Homework Answers, Math, Math Answers
