Question

A florist has sunflowers, roses, and lilies in his shop. The ratio of the number of sunflowers to the number of roses is 7:6. The ratio of the number of roses to the number of lilies is 3:5.

a. What is the ratio of the number of sunflowers to the number of roses to the number of lilies?

b. If the florist has 48 roses, how many sunflowers, roses, and lilies are there in his shop altogether?​

Answer 1

Answer:

The vetocity of an object at rest is considered to be uniform

Answer 2

Answer:

Hi P1ggy!

• Sunflowers/Roses = 7/6.
• Roses/Lilies = 3/5

Then, find the LCM of 6 and 3. LcM will be 6.

Now, 7/6 should be changed so that its denominator is 6. But that is not required because the denominator is already 6.

Now, 3/5 should be changed so that its numerator is 6. So we multiply the whole fraction by 2.

$\sf \dfrac{3}{5} \times \dfrac{2}{2} = \dfrac{6}{10}$

So, we can combine them:

7:6 and 6:10 => 7:6:10.

Now, there are 48 roses.

=> Sunflowers/Roses = 7/6.

=> Sunflowers/48 = 7/6

=> Sunflowers = 56.

Also,

=> Roses/Lilies = 3/5

=> 48/Lilies = 3/5

=> Lilies = 80.

Total = 80 + 56 + 48 = 184 flowers.

Sagot!