Question:
If a right triangle has an angle that is 65° , what is the third angle in the triangle?
The sum of the three angles in any triangle is always 180 degrees. Since we know that one angle in the right triangle is 90 degrees, we can find the third angle by subtracting the sum of the two given angles (90 degrees and 65 degrees) from 180 degrees:
180 degrees - 90 degrees - 65 degrees = 25 degrees
Therefore, the third angle in the right triangle is 25 degrees.
Question:
What is the measure of the exterior angle x ?
There's a right angle from 37% to blank and in the middle 42% what's the percent for blank
It seems like there might be some confusion in the question. Percentages are typically used to represent part of a whole, not angles. However, if you are referring to the measure of an angle in percent, it is not a common way to express angles.
In geometry, angles are typically measured in degrees. If you could provide the actual values or the type of angle (e.g., acute, obtuse, right), I would be able to help you determine the measure of the angle more accurately.
Point X is blank Point A is 37% and Point C is 42%
Thank you for clarifying the question. Assuming that you are referring to the exterior angle at Point X of a triangle where Point A is 37% and Point C is 42%, we can determine the measure of the exterior angle.
In a triangle, the sum of the measures of the exterior angles is always 360 degrees. So, if we subtract the sum of the measures of the interior angles (180 degrees) from 360 degrees, we can find the measure of the exterior angle.
The measure of the exterior angle at Point X would be:
360 degrees - 180 degrees - (37% + 42%) = 360 degrees - 180 degrees - 79% = 101 degrees
Therefore, the measure of the exterior angle at Point X is 101 degrees.
But It's a negative answer I think or I'm I wrong?
Apologies for the confusion. You are correct, the negative value does not make sense in this context.
To clarify, the sum of the measures of the interior angles of any triangle is always 180 degrees. Since we know that one angle at Point A is 37 degrees and another angle at Point C is 42 degrees, we can find the measure of the exterior angle at Point X by subtracting the sum of these angles from 180 degrees.
180 degrees - 37 degrees - 42 degrees = 101 degrees
Therefore, the measure of the exterior angle at Point X is 101 degrees. There is no negativity involved in this calculation.
In the picture, one angle is labeled 22° and lines S and T are parallel. Which other three angles will be 22° ? Separate each angle number with a comma.
There's a parallel line with a line crossed
If lines S and T are parallel, then the angles formed by the transversal line intersecting these parallel lines will have certain relationships.
In this case, if one angle is labeled as 22 degrees, then the corresponding angles on the other side of the transversal line will also be 22 degrees.
So, the three angles that will be 22 degrees are:
1) The given angle labeled as 22 degrees.
2) The corresponding angle on the opposite side of the transversal.
3) The corresponding angle on the same side as the given angle, but on the other parallel line.
Therefore, the three angles that will be 22 degrees are:
22°, 22°, and 22°.
What is the relationship of the sides in this triangle based on the Pythagorean Theorem?
Point O is blank Point N is 62% and Point M is 28%