The area of the red part of the logo is found by subtracting the area of the white square from the area of the red square. The side length of the white square is given as x+2 and the side length of the red square is three times the length of the white square. This gives us the formula for the area of the red part as [3(x+2)]² - (x+2)².
To solve this problem, you need to find the difference between the area of the red square and the white square which will give you the area of the red part of the logo.
Firstly, we are given the side length of the white square is x+2 so the area of the white square would be (x+2)².
Secondly, the side length of the red square is three times the side length of the white square, so it would be 3(x+2). Hence, the area of the red square would then be [3(x+2)]².
Therefore, the area of the red part of the logo (which is the difference between the area of the red square and the white square) would be [3(x+2)]² - (x+2)².
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Answer:
75%
Step-by-step explanation:
We know that the quarterback has completed 30 of 40 passes. This means that the ratio of completed passes to total passes is 30:40. Converting this to a fraction, we get 30/40, which can be simplified to 3/4. 3/4 as a percentage is 75%. Therefore, the final answer is 75%.
Answer
Find out the how many trees are there on each acre of land .
To prove
Let us assume that the trees are there on each acre of land = x
As given
There are 98,515 tress at Washington Park.
If there are 85 acres of land
the trees spread out evenly i.e the tree are equally divided in each acre of land .
Than the equation becomes
x = 1159
Therefore are 1159 trees on each acre of land .
Hence proved