How to find a ratio

    • [DOC File]1) Find the following ratios for two similar figures

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      Find each ratio and be sure to reduce, if possible. Tan Z. Sin X Cos A 4. Sin C. Draw ABC where (ABC = 90(, AB = 8, BC = 15, and AC = 17. 5. What is tan C? 6. What is sin A? Draw ABC where (ACB = 90(, AC = 5, and CB = 12. 7. What is the length of AB? 8. What is cos A? 9. What is tan B? Draw CAT where (ATC = 90(, CA = 53, and CT = 28. 10.

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    • [DOC File]RATIOS AND PROPORTIONS

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      Find a common denominator between the 3 ratios from the above table. L F M . Remember that the ratio is set up as Water to Juice, so the strongest apple . taste would be the ratio with the lower number in the numerator. Explain how the ratio could help you compare the juices: The ratios would help

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    • [DOC File]Trig Ratios

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      Interactive site where students are taught how to use blocks to model ratio problems. Problems may ask students to find one of the two quantities in the ratio, the difference between the two quantities, or the total. Provides a video with step-by-step clear, visual, auditory demonstration of using blocks to solve ratio …

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    • [DOC File]LESSON 11: COMPARING RATIOS USING RATIO TABLES

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      Geometry. Ratio Practice. Use the r : r2 : r3 theorem to solve the following problems. Show all work! 1) Find the following ratios for two similar figures.. a) If the side ratio is 4:17, then the area ratio is _____.

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    • [DOCX File]Math Grade 6 Ratios, Rates, & Percents - Model Curriculum Unit

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      Price-earnings ratio. Cash coverage ratio. Return on Assets. 2. Firm A has a Return on Equity (ROE) equal to 24%, while firm B has an ROE of 15% during the same year. Both firms have a total debt ratio (D/V) equal to 0.8. Firm A has an asset turnover ratio of 0.9, while firm B has an asset turnover ratio equal to 0.4. From this we know that

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    • How to Calculate a Ratio of a Number - Maths with Mum

      A ratio is a comparison of two quantities that have the same units. You can express a ratio in any one of the following ways: 18 18:5 18 to 5. 5 Example #1: If one store has 360 items and another store has 100 of the same items, express the ratio of the items. 360 or. 360:100 . or. 360 to 100

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