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NAME DATE PERIOD Lesson 1 Homework Practice Ratios Express each ratio as a fraction in simplest form. 1. 56 pencils to 64 erasers 2. 25 calculators to 20 students 3. 36 cassettes to 60 CDs 4. 18 minnows to 27 fish 5. 26 tents to 65 campers 6. 49 apples out of 63 fruit 7. 45 out of 75 days 8. 60 forks to 144 spoons 9. NAME DATE PERIOD Lesson 1 Homework Practice Ratios Express each ratio as a fraction in simplest form* 1. 56 pencils to 64 erasers 2. 25 calculators to 20 students 3. 36 cassettes to 60 CDs 4. 18 minnows to 27 fish 5. 26 tents to 65 campers 6. 49 apples out of 63 fruit 7. 45 out of 75 days 8. 60 forks to 144 spoons 9. 112 out of 200 pages 10. 36 balls to 81 players Copyright The McGraw-Hill Companies Inc* Permission is granted to reproduce for classroom use. 11. 6 pounds to 256 ounces 12. 5 hours to 720 minutes 13. 9 gallons to 48 quarts 14. 24 feet to 30 yards 15. 420 seconds to 10 minutes 16. 96 inches to 9 feet 17. 64 cups to 50 pints 18. 35 pints to 7 gallons 19. 4 inch....

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  2. Begin by entering your name in the designated field at the top of the form. Ensure that your name is spelled correctly to avoid any processing issues.
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  4. In the period section, indicate the appropriate time frame for your submission. This could relate to your class period or any other relevant context.
  5. Proceed to the first question regarding the ratio of 56 pencils to 64 erasers. Express the ratio in its simplest form by dividing both numbers by their greatest common divisor.
  6. Continue through the subsequent questions, following the same process for each ratio presented. This will involve simplifying each fraction to its simplest form.
  7. Once you have completed all questions, review your answers to ensure accuracy. If needed, make any necessary adjustments.
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Like fractions, ratios can often be simplified. To simplify a ratio, divide all parts of the ratio by their highest common factor. A ratio which has been simplified is said to be written in its simplest form. For example, the highest common factor of both parts of the ratio 4:2 is 2 , so 4:2=2:1 4 : 2 = 2 : 1 .

Answer. Answer: The ratio of 10 pens to 15 pencils is 2 : 3. →The ratio of 10 pens to 15 pencils is 2 : 3.

solve for E (or divide 20 by 4) and you get 5. That's the answer because E in this equation equals the new number of erasers when you have 20 pencils. The answer is 5 erasers.

The ratio of pencils to erasers in simplest form is 5:1.

If you are comparing one data point (A) to another data point (B), your formula would be A/B. This means you are dividing information A by information B. For example, if A is five and B is 10, your ratio will be 5/10. Solve the equation. Divide data A by data B to find your ratio.

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