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PSYCHO15rus [73]
3 years ago
9

leah makes a guaranteed salary of $200 per week. but is paid commission of 15% of total sales per week. how much would leah make

in a week in which she made $225 in sales?how much would leah make in a week if she made x dollars in sales
Mathematics
1 answer:
Nimfa-mama [501]3 years ago
6 0

Answer:

Total earned with $225 sales = $233.75

Total earned with x sales = 0.15x+200

Step-by-step explanation:

Given that:

Base salary of Leah per week = $200

Commission paid = 15%

Sales made by Leah = $225

Commission = 15% of 225

Commission = \frac{15}{100} * 225

Commission = 0.15 * 225

Commission = $33.75

Total earned = 200 + 33.75 = $233.75

Commission when sales are x

Commission = 0.15x

Total earned = 0.15x+200

Hence,

Total earned with $225 sales = $233.75

Total earned with x sales = 0.15x+200

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State whether each expression is equivalent.
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\huge\text{Hey there!}

\large\text{State whether each expression is equivalent.}

\large\text{In order for you find out which one is equivalent to each expressions, }\\\large\text{you will have to DISTRIBUTE!}

\large\text{Option A. }\downarrow

\large\text{3(x + 5)}

\large\text{3(x) + 3(5)}\\\large\text{= \bf 3x + 15}\\\large\text{5(x + 3)}\\\large\text{5(x) + 5(3)}\\\large\text{= \bf 5x + 15}\\\large\text{\bf 3x + 15 }\bf \neq\large\text{ \bf 5x + 15}

\large\text{Option A. is NOT your ANSWER}

\large\text{Option B.}\downarrow

\large\text{2(3y - 13)}\\\large\text{2(3y) + 2(-13)}\\\large\text{= \bf 6y - 26}\\\large\text{\bf 6y - 26 = 6y - 26}

\large\text{Option B. could POSSIBLY be the ANSWER}

\large\text{Option C is NOT be your ANSWER because it is way too big.}

\large\text{Option D.}\downarrow

\large\text{5(q - 3)}\\\large\text{5(q) + 5(-3)}\\\large\text{\bf = 5q - 15}\\\large\text{\bf 15 - 5q}\neq\large\text{\bf 5q - 15}

\large\text{Option D. is NOT your ANSWER}

\boxed{\boxed{\large\text{Answer: \bf Option B. 6y - 26 and 2(3y - 13)}}}\huge\checkmark

\text{Good luck on your assignment and enjoy your day!}

~\frak{Amphitrite1040:)}

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We can solve this problem by the rule of three:
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