Let's denote the two angles as A and B.
According to the given information:
Angle A = 3X
Angle B = 2X - 5
Since we want to find the two angle measures, we can equate A + B to 180 degrees because they are supplementary angles (opposite angles formed by parallel lines).
So, 3X + (2X - 5) = 180
Simplifying the equation:
5X - 5 = 180
5X = 185
X = 37
Now that we have the value of X, we can substitute it back into the expressions to find the angle measures:
Angle A = 3X = 3 * 37 = 111 degrees
Angle B = 2X - 5 = 2 * 37 - 5 = 74 - 5 = 69 degrees
Therefore, the two angle measures are 111 degrees and 69 degrees.
What are the two angle measures of Akon polarity angle Xpress as 3X and 2X subtract five
7 answers
What is the answer?
The answer is:
Angle A = 111 degrees
Angle B = 69 degrees
Angle A = 111 degrees
Angle B = 69 degrees
The only one I can pick is 21 and 69 or 19 and 71 or 30 and 60
Apologies for the confusion. Let's go through the problem again to find the correct answer.
Given that:
Angle A = 3X
Angle B = 2X - 5
We need to determine the values of X and the corresponding angles.
We can set up an equation by equating the sum of the angles to 180 degrees (since they are supplementary):
Angle A + Angle B = 180
Substituting the given expressions:
3X + (2X - 5) = 180
Simplifying the equation:
5X - 5 = 180
5X = 185
X = 37
Now that we have the value of X, we can substitute it back into the expressions to find the angle measures:
Angle A = 3X = 3 * 37 = 111 degrees
Angle B = 2X - 5 = 2 * 37 - 5 = 74 - 5 = 69 degrees
Therefore, the correct answer is:
Angle A = 111 degrees
Angle B = 69 degrees
Given that:
Angle A = 3X
Angle B = 2X - 5
We need to determine the values of X and the corresponding angles.
We can set up an equation by equating the sum of the angles to 180 degrees (since they are supplementary):
Angle A + Angle B = 180
Substituting the given expressions:
3X + (2X - 5) = 180
Simplifying the equation:
5X - 5 = 180
5X = 185
X = 37
Now that we have the value of X, we can substitute it back into the expressions to find the angle measures:
Angle A = 3X = 3 * 37 = 111 degrees
Angle B = 2X - 5 = 2 * 37 - 5 = 74 - 5 = 69 degrees
Therefore, the correct answer is:
Angle A = 111 degrees
Angle B = 69 degrees
There is no answer choice of 111
I apologize for the confusion. Let's go through the problem once again to find the correct answer.
Given that:
Angle A = 3X
Angle B = 2X - 5
We need to determine the values of X and the corresponding angles.
We can set up an equation by equating the sum of the angles to 180 degrees (since they are supplementary):
Angle A + Angle B = 180
Substituting the given expressions:
3X + (2X - 5) = 180
Simplifying the equation:
5X - 5 = 180
5X = 185
X = 37
Now that we have the value of X, we can substitute it back into the expressions to find the angle measures:
Angle A = 3X = 3 * 37 = 111 degrees
Angle B = 2X - 5 = 2 * 37 - 5 = 74 - 5 = 69 degrees
Therefore, the correct answer is:
Angle A = 111 degrees
Angle B = 69 degrees
Given that:
Angle A = 3X
Angle B = 2X - 5
We need to determine the values of X and the corresponding angles.
We can set up an equation by equating the sum of the angles to 180 degrees (since they are supplementary):
Angle A + Angle B = 180
Substituting the given expressions:
3X + (2X - 5) = 180
Simplifying the equation:
5X - 5 = 180
5X = 185
X = 37
Now that we have the value of X, we can substitute it back into the expressions to find the angle measures:
Angle A = 3X = 3 * 37 = 111 degrees
Angle B = 2X - 5 = 2 * 37 - 5 = 74 - 5 = 69 degrees
Therefore, the correct answer is:
Angle A = 111 degrees
Angle B = 69 degrees