2. A canoe requires 8 hours of fabrication. A row boat requires 5 hours of fabrication. The fabrication department has at most 110 hours to labor each week. Write the equation and solve the problems.

Question

Peppa Pig

Mathematics

8 October, 21:33

2. A canoe requires 8 hours of fabrication. A row boat requires 5 hours of fabrication. The fabrication department has at most 110 hours to labor each week. Write the equation and solve the problems.

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Answers (2)

Know the Answer?

Huber · Answer 1

Let x is the number of the cannon and y is the number of the row boat. Thus the equation will become

8x+5y=110

Paloma · Answer 2

Answer: 8C+5R≤110

Step-by-step explanation: Let hours of fabrication of canoes = C

Hours of fabrication of rowboat = R

If a canoe requires 8 hours of fabrication. And a row boat requires 5 hours of fabrication. Then

8C + 5R

The fabrication department has at most 110 hours to labor each week.

Therefore

8C+5R≤110

At most means less than or equal to.