heather loves roses.in her rose garden she has half as many pink roses as red,and four time as many red ones as white.there are 37 roses that are either yellow or white.twenty are yellow.how many roses are in heather's garden.

With correct capitalization and spacing after the periods, I might be able to read this and help you.

As it is, your question is just a big blur to me.

To solve this problem, let's break it down step by step.

1. Let's assume the number of white roses in Heather's garden is "x". According to the problem, there are four times as many red roses as white, so the number of red roses would be 4x.

2. It is stated that Heather has half as many pink roses as red roses. So the number of pink roses would be half of the number of red roses, which is (1/2)*(4x) = 2x.

3. The total number of roses in Heather's garden would be the sum of the number of pink, red, and white roses. So the total number of roses is x + 4x + 2x = 7x.

4. The problem also mentions that there are 37 roses that are either yellow or white. Since we know that 20 roses are yellow, the remaining 37 - 20 = 17 roses must be white.

5. Now, we can find the value of x by equating the number of white roses to 17: x = 17.

6. Finally, we can calculate the total number of roses in Heather's garden by substituting the value of x into 7x: 7*17 = 119.

Therefore, there are 119 roses in Heather's garden.