Answer: 65 degrees
Explanation:
The adjacent angle directly above angle 8 is congruent to the 115 degree angle (due to the corresponding angles theorem). This only works because p || q and q || r, so by the transitive property of parallel lines, we know that p || r.
Since the 115 degree angle and angle 8 pair up to form a straight line, we know that the two angles must add to 180 degrees
115+(angle 8) = 180
angle 8 = 180 - 115
angle 8 = 65 degrees
If Alex increases his speed by 2 miles per hour from 10 miles per hour he will be 0.01 hrs or 6 minutes faster that is will take 6 minutes less to reach school.
<u>Solution:
</u>
Given that
Alex cycles at a speed of 10 miles per hour; Alex cycles 6 miles from home to school.
Need to calculate how much faster will Alex reach to school if he increase its speed by 2 miles per hour
. Formula for time is as follows
,

Lets calculate time taken by Alex to reach school at normal speed that is 10 miles per our
As distance covered from home to school is 6 miles
Distance covered = 6 miles
Normal Speed = 10 miles per hour
Substituting the given values in formula of time we get
Time taken at normal speed 
Now calculate time taken by Alex to reach school when speed is increased by two
Distance covered = 6 miles
Increase Speed = 
Substituting the given values in formula of time we get
Time taken at Increased speed 
Difference in time taken = 
As 1 hour = 60 minutes

Answer:
0.736
Step-by-step explanation:
You do 92/125. This / means divide. So you do 92 divide by 125=0.736.
Answer:
y=135
Step-by-step explanation:
To find the solution, we must put 7 in for x and solve, as shown:
