Look at this system of equations. 7x+3y=-6 7x+3y=5 Which one of the following best describes the solution? A: All real numbers B: x=0, y=0 C: There is no solution D: There are an infinite number of solutions.
yes, I am looking at it...........
which one do you think it is and I will try to help you understand which is the solution and why
One second @precal
ok leaving in 5 minutes,.........
Well it cannot be B
it can not be B because if you sub x=0 and y=0 you get 0=-6 and 0=5 ok that is correct
what else do you know?
it cannot be A (a real number) as the y intercept will be negative
or a decimal
in the 1st system of equations
y intercept does not tell us that it is all real numbers
how do you solve systems of equations?
Simplifying and graphing
graphing is not always a good way to solve systems, what if you do not know how to graph an equation
but graphing does tell us about the solutions
You can do it algebracially.
Using elimination?
which method algebraically do you use? substitution, elimination
yes, elimination works for all you have it set up for elimination so try to eliminate x or y, your choice, what number do you multiply to equation one or equation two
yes -1
Can i multiply the first equation by -1?
|dw:1364851540166:dw|now add that to equation 2
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