Find the value of x. Round to the nearest tenth. The diagram is not drawn to scale. top 11 bottom x angle between 11 and x is 22 percent.

The top line is 11 long while the base of the right triangle is x and the angle where 11 and x connect is 22 percent.

damn no one ever answered the question..

What you should do in this case is to use the following trinonometric relationship:

cosx = C.A / h
Where
C.O: Adjacent leg.
h: hypotenuse.
Substituting:
cos (22) = (x) / (11)
Clearing x:
x = 11 * cos (22)
x = 10.2
Answer:
The value of x is
x = 10.2

htts://brainly.com/question/8843775

To find the value of x, we can use the given information that the angle between 11 and x is 22 percent of a full circle (360 degrees).

First, we need to find the measure of the angle between 11 and x. We can do this by multiplying 360 degrees by 22 percent (0.22):

Angle measure = 360 degrees * 0.22 = 79.2 degrees

Now, let's look at the diagram. From the given information, we know that the angle between 11 and x is formed at the bottom. So, we are looking for the angle labeled x in the diagram.

Since the diagram is not drawn to scale, it is difficult to determine the exact position of angle x. However, we can deduce that angle x should be less than 79.2 degrees based on the given information.

To round to the nearest tenth, we can keep 1 decimal place. Therefore, the value of x would be less than 79.2 degrees, rounded to the nearest tenth.

This makes no sense to me.

Still makes no sense. Angles are in degrees, not percent.

Why not just say we have triangle ABC where a=11, B=22°, etc.

Just tell us the given data, in terms of sides and angles.