The figure is an illustration of laws of sines, and the distance from A to B is 2534 feet
<h3>How to determine the distance AB?</h3>
The given parameters are:
DAB = 25°
L = 1700
ACB = 15°
Start by calculating the measure of angles CAB and ABC
CAB = 180 - DAB
This gives
CAB = 180 - 25°
CAB = 155°
Also, we have:
ABC = 180 - CAB - ACB
ABC = 180 - 155 - 15
ABC = 10°
The length AB is then calculated using the following laws of sines
This gives
Make AB the subject
Evaluate
AB = 2533.8151116
Approximate
AB = 2534
Hence, the distance from A to B is 2534 feet
Read more about laws of sines at:
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Answer:
14 is C and 13 is also C
Step-by-step explanation:
so 14 and 13 a both C
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<span>f(x) = –10
f(5)=-10
f=</span>-10 divided by 5
f=-2