y = 2x - 4
4 = 2*2 - 4 Substituting 2 for x and 4 for y
4 = 0
The equation is false. The ordered pair (2, 4) is not a solution for
y = 2x - 4.
3 - 2x = y
3 - 2*1 = 1 substituting 1 for x and 1 for y.
1 = 1
The equation is true and therefore the ordered pair (1, 1) is a solution
to the equation
3 - 2x = y.
a. Determine whether (2, 3) is a solution of y = 5x + 3.
b. Determine whether (-2, 4) is a solution of 4y - 3x = 22.
Verify Your Answers Here!!!!!
We can find solutions of equations in two variables by choosing a value
for one variable, substituting, and then solving for the value of the other
variable.
We choose any three values for x and then find the corresponding y values.
Our first value for x is 0. Thus, we have:
y - 3x = -4
y - 3*0 = -4
y - 0 = -4
y = -4
The ordered pair (0, -4) is a solution. Now choose the second x value.
y - 3x = -4
y - 3*1 = -4 substituting 1 for x
y - 3 = -4
y = -1
The second solution is (1, -1).
A third solution is (2, 2).
We can also record the solutions in a table format in order that it
may be easier to read.
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Find three solutions of y - 3x = 1.
Use -2, -1, and 0 as your choices for x.
What are the three solutions
you found?
Graph the equation.
d. y - x = 1
Check Here For The Graph of
The Equation.
Please forward all comments
and questions to: juliakath@aol.com