Let the first angle be x. Then the second angle can be represented by (90-x)+58. We then have
x = (90-x)+58. Simplifying, x = 90 - x + 58
Then 2x = 90+58, or 2x = 148, or x = 74 degrees.
The first angle is 74 deg. I am assuming that we find the complement of this 74 and then add 58 deg. Unfortunately, that results in 74 deg. Seems like we're going around in circles.
Please reread the original problem statement. To me, it's vague where it mentions "the measure of a complementary angle." I assumed that it really meant "the measure of the complement to "an angle," i. e., "the measure of the complement of 74 deg."
Could someone else shed light on this problem's wording and solution?
Answer:
it would help if there was a graph
Step-by-step explanation:
need graph
Answer:
8.20 am
Step-by-step explanation:
First, we have that Bus A will be back after 20 minutes, then after 40, then 60, 80, 100, 120, <u>140</u>, 160 minutes, etc.
Then, we have that Bus B will be back after 35 minutes, then 70, then 105, then <u>140</u>, 175....
From the list above we see that the first time they are both back at the station is after 140 minutes. (it's the MCM).
If we express this in terms of minutes, since one hour has 60 minutes, 2 hours have 120 minutes and thus, 140 minutes is 2 hours and 20 minutes.
Therefore, they will be both back at the station 2 hours and 20 minutes after they first departed at 6 am, so they will be back at the depot at 8.20 am
Answer:
Step-by-step explanation:
so if one part is 30 degrees you subtract30 from 90 your the answer youget is your answer
Answer:
it should be 95
Step-by-step explanation:
180 -41-44=95 hope this helps sorry if wrong have a good day