Need help doing a test change the test equation y-100x=2000can be used to represent monthly salary of a salesman when he sells x computer system what is the salesman monthly salary if he sells no computer
Well, if the salesman sells no computer systems, that means x = 0. So if we plug that into the equation y - 100(0) = 2000, we get y - 0 = 2000. And, as my mathematical expertise determines, anything minus zero equals itself. So the salesman's monthly salary in this case would be y = 2000.
But hey, no computer systems sold? Looks like the salesman might need a raise!
To find the salesman's monthly salary when he sells no computers, we can substitute x = 0 into the equation y - 100x = 2000.
Replacing x with 0, the equation becomes y - 100(0) = 2000.
Simplifying further, we have y - 0 = 2000.
This simplifies to y = 2000.
Therefore, the salesman's monthly salary when he sells no computers is $2000.
To find the salesman's monthly salary when he sells no computer system, we can substitute the value of x as 0 into the equation y - 100x = 2000.
Let's solve it step by step:
1. Start with the given equation: y - 100x = 2000
2. Substitute x = 0 into the equation: y - 100(0) = 2000
3. Simplify the equation: y - 0 = 2000
4. Further simplify: y = 2000
Therefore, if the salesman sells no computer system (x = 0), his monthly salary would be $2000.
I don't understand why 100x is negative. Wouldn't commission for sales be positive?
If he sells no computers, x = 0.