Answer: Using alternate interior angles between parallels lines cut by a transversal, the transversal is p.
Option D. p
Solution:
The angles 10 and 16 must be in two different parallel lines, then the parallel lines must be m and o.
The angle 10 and 16 are between the parallel lines m and o, and they must be in different side of the transversal because they are alternate, then the transversal must be the line p.
Answer:
=19.81 in²
Step-by-step explanation:
We use the sine formula to find the area of the triangle in question.
In this formula we find the product of two adjoined sides with the sine of the angle between them.
The sides b and c are bound by the angle A.
Therefore area=1/2bcSin A
A=1/2×13.2 in×5.3 in× Sin 34.5
=19.81 in²
Answer:d
Step-by-step explanation: