The ratio of yellow roses to red roses in a garden is 47 to 96. Express this ratio in two different ways.
A) $96 / 47 ; 96: 47$
B) $47: 96 ; 47 / 96$
C) $47 / 96 ; 96: 47$
D) $47: 96 ; 47 / 96$
Answer (2)
Express the ratio using a colon: 47 : 96 .
Express the ratio as a fraction: 96 47 .
The ratio of yellow roses to red roses is 47 : 96 or 96 47 .
The answer is 47 : 96 ; 47/96 .
Explanation
Understanding the Problem The problem states that the ratio of yellow roses to red roses is 47 to 96. We need to express this ratio in two different ways.
Expressing the Ratio with a Colon One way to express a ratio is using a colon. The ratio of yellow roses to red roses is 47:96.
Expressing the Ratio as a Fraction Another way to express a ratio is as a fraction. The ratio of yellow roses to red roses is 47/96.
Conclusion Therefore, the ratio of yellow roses to red roses can be expressed as 47:96 and 47/96.
Examples
Ratios are used in everyday life to compare quantities. For example, if you are baking a cake, the ratio of flour to sugar might be 2:1, meaning you need twice as much flour as sugar. Similarly, if you're mixing paint, the ratio of blue to yellow might be 3:2, indicating you need more blue paint than yellow paint to achieve a certain shade of green. Understanding ratios helps in scaling recipes, mixing solutions, and understanding proportions in various real-world scenarios.
The ratio of yellow roses to red roses can be expressed as 47:96 and as a fraction 96 47 . The correct answer from the options given is D) 47:96; 47/96.
;
