The amount of money that a sales person makes varies directly as the total amount of sales made. if the sales person receives $7,500 for selling a house for $120,000, how much will he or she make if he or she sells a house for $150,000?
i got $9,375.
Can you tell me how you got that
I used this equation 7500/120000=150000/x.
I am sure Peter meant to say
7500/120000=x/150000
To find out how much the salesperson will make if they sell a house for $150,000, we need to understand the relationship between the sales made and the amount of money earned. The problem states that the amount of money a salesperson makes varies directly as the total amount of sales made. This implies that there is a constant ratio between the amount of money earned and the total sales made.
Let's use this information to solve the problem:
Step 1: Calculate the constant ratio
To find the constant ratio, we divide the amount of money earned by the total sales made. In this case, the salesperson receives $7,500 for selling a house for $120,000. So, the constant ratio will be:
Ratio = Amount of money earned / Total sales made
Ratio = $7,500 / $120,000
Ratio = 0.0625
Step 2: Calculate the money earned for selling a house for $150,000
Now that we have the constant ratio, we can use it to find the amount of money the salesperson will make for selling a house for $150,000. We multiply the total sales made ($150,000) by the constant ratio (0.0625):
Money earned = Total sales made * Ratio
Money earned = $150,000 * 0.0625
Money earned = $9,375
Therefore, if the salesperson sells a house for $150,000, they will make $9,375.