Question

2. Construct an obtuse angle called ABC. Bisect ABC and call the new angles ABP and PBC. Now bisect

ABP so that there are 3 angles. The measure of angle PBC is 66°. The measures of the two smaller angles

are equal to 11y and 3x respectively.
Trying to find x, y

Answer 1

Answer:

X = 11, Y = 3

Step-by-step explanation:

To bisect an angle is to split the angle in half, making ABP also 66. If 66/2 = 33, then 11y = 33, and 3x = 33. 33/11 = 3, and 33/3 = 11.

Answer 2

The required value of y and x is 3 and 11 respectively.

Given that,
Construct an obtuse angle called ABC.
Bisect ABC and call the new angles ABP and PBC.
Bisect ABP so that there are 3 angles. The measure of angle PBC is 66°. The measures of the two smaller angles are equal to 11y and 3x respectively.

What is the angle?

The angle can be defined as the one line inclined over another line.

Here,
Bisect ABC and call the new angles ABP and PBC.
The measure of angle PBC is 66°. So.also
ABP = 66°
Since bisect ABP implies the angles divide into two equal angles of 33° each and also the measures of the two smaller angles are equal to 11y and 3x. So,
11 y = 33  and 3x = 33
y = 3 and x = 11

Thus, the required value of y and x is 3 and 11 respectively.

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