Determining cost of the feeders


Assignment:

Q1. A discount store sold plastic cups for $3.50 each and ceramic cups for $4 each. If 400 cups were sold for a total of $1,458, how many cups of each type were sold? What was the dollar value of each type of cup sold?

Q2. Lashonna Harris is a buyer for Plough. She can purchase 100 pounds of chemicals for $97. At this same rate, how much would 2,000 pounds of chemical cost?

Q3. 1,0000 Eur (Euro) is equivalent to 0.7615 USD (U.S. Dollars). Use a proportion to convert $2,500 to EUR.

Q4. Solve the unknown equation
 
B+2=15
B=? (Simply your answer)

Q5. Solve the unknown in the equation
C/2 -4 = 10

C =? (Simply your answer)

Q6. Solve the unknown in the equation
A+3A=8
A=? (Simply your answer)

Q7. Solve the proportion for N
N =24
4    16
N=? (Simply your answer)

Q8. Last week at a festival, a man sold 3 times as many tie-dyed T-shirts as silk-screened shirts. He sold 200 shirts altogether. How many tie-dyed shirts did he sell?

Q9. A man ordered 4 times as many boxes of ballpoint pens as boxes of felt-tip pens.  Ball point pens cost $4.44 per box, and felt-tip pens cost $3.41. If the man’s order of pens totaled $63.51, how many boxes of each type of pens did he buy?
How many boxes of felt-tip pens did he buy?

Q10. A recipe uses 6 cups of flour to 1 1/10 cups of milk. If you have 2 cups of flour, how much milk should you use?
The amount of milk in cups for 2 of flour is?  (type and integer or a simple fraction)

Q11. If 1.000 US Dollars is equivalent to 0.1273 Chinese yuan, convert $19,000 to yuan $19.000 is equivalent to? Chinese yuan.

Q12. A company purchased $10,000 pair of men slacks for $18.76 per pair and marked them up $22.33. What was the selling price of each pair of slacks? Use the formula S=C+M.

Q13. A company sold bird feeder for $72.27 and had marked them up $36.92. What was the cost of the feeders? Use the formula S=C+M.

Provide complete and step by step solution for the question and show calculations and use formulas.

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Algebra: Determining cost of the feeders
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