Answer:
x meters
Step-by-step explanation:
Solving as fractions, the amount of feet from each side of the wall would be: 4⅛ feet.
<h3>Solving Fractions</h3>
Given the following:
- length of the wall = 10¾ feet
- length of the picture = 2½ feet
Therefore:
Amount of feet from each side of the wall = [10¾ - 2½]/2
= [43/4 - 5/2]/2
= [(43 - 10)/4]/2
= 33/4 × 1/2
= 33/8
= 4⅛ feet
Therefore, solving as fractions, the amount of feet from each side of the wall would be: 4⅛ feet.
Learn more about fractions on:
brainly.com/question/17220365
Answer:
As per the statement
The altitude of the balloon is 50 feet and the rope is 75 feet long.
⇒ Altitude of the balloon = 50 feet.
And length of the rope = 75 feet.
We have to find the angle that rope makes with ground,
Using Sine ratio:

You can see the diagram as shown below.
Here,
Opposite side = Altitude of the balloon = 50 feet.
Hypotenuse side = length of the rope = 75 feet.
Substitute the given values we have;

⇒
= 41.8°
Therefore, the angle that the rope makes with the ground is, 41.8 degree