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BB Solve the proportion 56 = c12 using the cross product property. BB

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BB A hare says to a tortoise " I can cover ten times the distance that you can travel in the same amount of time ". The tortoise proudly replies " I can cover one mile in just 3 hours ". How far can the hare go in one hour? BB

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BB Solve the proportion 3c = c25 using the cross product property. BB

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BB Jimmy bought 3 pizzas for $2.5. How much does he pay to buy 6 pizzas? Use proportions to find the amount. BB

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BB One kilometer (km) is equal to 0.62 miles approximately. The flying distance between CityA and CityB is about 2046 miles. What is this distance in kilometers? BB

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BB The ratio of the circumference of a circle to its diameter is 22 : 7. If the diameter of the circle is 315 ft, then what is the circumference of the circle? BB

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BB Weight of Mrs.Rose is 120 lb. What would be her weight on Mars if she happens to go there? (Hint: 100 lb on Earth is equivalent to 38 lb on Mars) BB

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BB A mother wants to distribute candies to her two sons according to the ratio of their ages. The younger son is 5 years old and the elder one is 9 years old. If the younger son receives 20 candies, then how many candies will the elder son receive? BB

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BB Solve the proportion 56 = 25x using the reciprocal property. BB

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BB Solve the proportion 32 = 36x by using the reciprocal property. BB

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BB Solve the proportion 56 = 20c using the cross product property. BB

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BB Solve the proportion c6 = 43 using the cross product property. BB

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BB Charles won 13 out of 25 matches he played last year. Find the ratio of number of wins to number of losses. BB

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BB Chris is 12 years old and Brian is 9 years old. Find the ratio of Chris's age to Brian's age. BB

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BB In a school of 546 students, 312 students are boys and the remaining students are girls. What is the ratio of boys to girls? BB

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BB Solve 6y = 187 using the reciprocal property. BB

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BB Solve the proportion 2b = 122 using the cross product property. BB

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BB Solve the proportion 3x = x+14 using the cross product property. BB

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BB Solve the proportion x12 = x + 56 using the cross product property. BB

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BB Solve the proportion 4x = 5(x1) using the cross product property. BB

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BB Solve the proportion 4a = (a12)16 using the cross product property. BB

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BB Solve the proportion 34 = 9c using the cross product property. BB

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BB Paul bought 4 pizzas for $3.5. How much does he pay to buy 8 pizzas? Use proportions to find the amount. BB

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BB What are the means of the proportion 126 = 105? BB

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BB Frank won 12 out of 23 matches he played last year. Find the ratio of number of wins to number of losses. BB

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BB The ratio of the circumference of a circle to its diameter is 22 : 7. If the diameter of the circle is 210 cm, then what is the circumference of the circle? BB

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BB Charlie is 20 years old and Gary is 15 years old. Find the ratio of Charlie's age to Gary's age. BB

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BB In a school of 540 students, 315 students are boys and the remaining students are girls. What is the ratio of boys to girls? BB

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BB Use the table to find the ratio of the sales from merchant wholesalers to that of retail stores in the year 1995. BB

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BB A hare says to a tortoise " I can cover ten times the distance that you can travel in the same amount of time ". The tortoise proudly replies " I can cover one mile in just 2 hours ". How far can the hare go in one hour? BB

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BB What are the extremes of the proportion 1518 = 56? BB

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BB An equation which states two ratios are equal is a _________. BB

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BB Solve the proportion 45 = 16x using the reciprocal property. BB

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BB Solve the proportion c4 = 32 using the cross product property. BB

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BB Solve the proportion 34 = c12 using the cross product property. BB

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BB Solve the proportion 5c = c49 using the cross product property. BB

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BB One kilometer (km) is equal to 0.62 miles approximately. The flying distance between CityA and CityB is about 1550 miles. What is this distance in kilometers? BB

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BB If the ratios are written in the form of ab = cd, then a and d are called the _______ of the proportion. BB

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BB When the ratios are written in the form of ab = cd, then b and c are called the ______ of the proportion. BB

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BB Solve the proportion 43 = 68x by using the reciprocal property. BB

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BB Solve 8y = 165 using the reciprocal property. BB

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BB Solve the proportion 3b = 122 using the cross product property. BB

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BB Solve the proportion 2x = x+13 using the cross product property. BB

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BB Solve the proportion x10 = x + 45 using the cross product property. BB

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BB Weight of Mrs.Rose is 140 lb. What would be her weight on Mars if she happens to go there? (Hint: 100 lb on Earth is equivalent to 38 lb on Mars) BB

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BB A mother wants to distribute candies to her two sons according to the ratio of their ages. The younger son is 8 years old and the elder one is 12 years old. If the younger son receives 32 candies, then how many candies will the elder son receive? BB

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BB Solve the proportion 2x = 3(x1) using the cross product property. BB

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BB Solve the proportion 2a = (a6)8 using the cross product property. BB

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BB Solve the equation n2  5n  3 = n + 32 using the cross product property. BB

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