Can someone help me ? Harold has been hired as a salesman. He is paid a flat rate of $375 each week and earns an additional $14.25 commission for each sale. If x represents the number of sales and y represents the total earned, which equation will help Harold determine the amount he earns in one week? y = $375h – $14.25 y = $375h + $14.25 y = $14.25h + $375 y = $14.25h – $375
I think y = $14.25h + $375 is correct ?
No, there's no \(h\) here...
are those h's supposed to be x's?
But as Mertsj said, a good way to test the equation is to see if it gives the right answer if there are no sales.
@whpalmer4 yes
what does your equation give if the number of sales is 0?
I dont really know o.O
what is the variable that represents the number of sales?
x
okay. if x=0, what is y?
total number of sales
no, that's not correct. reread the problem statement.
If x represents the number of sales and y represents the total earned
yes. so, if x = 0, what is the value of y?
14.25 ?
what is the equation you are using?
I dont really know anything :c im trying to get help from someone who know thhis more than me
Come on. You have to choose an equation. Pick one that you think represents how much the salesperson gets paid if they have a flat rate of $375 each week and a commission of $14.25 for each sale. Once you've made a selection, try it out! Put in 0 for the number of sales. What comes as the total earnings? Does that number make sense for the scenario described? If not, pick another one.
If he doesn't make any sales, how much money does he earn for the week?
375 ?
Yes. So any equation you write or choose must give y = 375 if x = 0.
How much does he make if he makes 1 sale in the week?
14 . 25 ?
what happened to the flat rate of $375 per week?
he makes $375 per week, + a commission of $14.25 per sale, right?
how do you write an equation that expresses that, if \(x\) is the number of sales, and \(y\) is the total earned?
y=375x+14.25
Okay, plug in x=0 in that equation. What comes out?
\[375(0)+14.25 = \]
14.25 :D
Okay. That's not the right answer, is it?
Nope .. I think :/
He's supposed to make $375 if he doesn't have any sales. How could you modify your equation to make that be the case?
y = $375h + $14.25
where do you get this h from? do you see an h in the problem statement?
what does h represent?
its in my answer choice idk :c
well, your answer choices don't match your problem statement. but we'll "correct" your problem statement to say "h" instead of "x". We just demonstrated that y = 375x + 14.25 didn't do the right thing if he doesn't have any sales, why do you think the same equation will work better if we change x to h? What's your reasoning here?
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