Answer: 21.67 km
Step-by-step explanation:
Step-by-step explanation:
1/sin10-√3/cos10
= (cos10 - √3sin10)/cos10sin10
multiplying 1/2 in denominator and numerator
= {(cos10/2) - (√3sin10/2)}/(cos10sin10/2)
= (cos60cos10 - sin60sin10)/(cos10sin10/2)
= cos(60 + 10)/(cos10sin10/2)
= cos70/(cos10sin10/2)
= 2cos70/cos10sin10
multiplying 2 on numerator and denominator
= 4cos70/2sin10cos10
=4cos70/sin20
=4cos70/cos70
= 4 proved
The given number 0.044.
How the value if 4s related?
=> let’s give the place value of each digits first. There are 3 digits
after the decimal point.
=> 0 which is tenths, 4 which is hundredths and another 4 which is
thousandths.
Now, notice the we have 2 4s next to each other.
=> 4 hundredths
=> 4 thousandths
Thus, 4 hundredths is 10 times higher than 4 thousandths.
=> 0.004 x 10 , in where the value of 4 is thousandths
=> 0.04, in where when multiplied by 10 the value become hundredths.
Answer:
x = 38 is for problem A
x = 180 is for problem C
x = 84 is for problem D
x = 104 is for problem B
Step-by-step explanation:
<h3>If I explained something in a complicated way and you want to learn how to do it well let me know and I can give you resources to learn it and master it or even rephrase what you misunderstood.</h3>
Explanation for problem A: An angle that has endpoints at the endpoints of an arc is equal to half that arcs angle. (example: in problem A the arc measure is 76 meaning that angle x is equal to half of 76 which is 38. you can also see angle x ends at D and C which are the endpoint of the arc as well) This form of thinking using the rule I mentioned in the first sentence is used to solve each of the problems. Also if the arc measure isn't given and you must solve for it do the opposite; times the angle that has the same endpoints as the arc by 2 (example: In problem B angle ∠S has endpoints of Q and R which are also the endpoints of the arc you're looking for (Arc QR) so since an angle that has the same endpoints as an arc is equal to half that arcs measure, in order to get the arc measure you must times the angle by 2.)
