Answer: Solve for the specified variables
Step-by-step explanation:
1. w= A/l
2. d=C/pi
3. s=v-gt
4. y= 5/2x-11/2
5. P^2= P^1V^1 / P^2 Put ^ as lowercase as shown, can't find symbol on my keboard T.T
6. W= Ke2g / V^2
7. h= V / 2/3 pi r^2
8. n=2S/a+k
9. S=A/pi r - r (not 100% sure on that one)
10. r= E/I-R
11. h= E-1/2mv^2/mg
12. a=K+5b/b+3
13. c=ab/b+a
Wooh, finally finished all that. Hope I didn't make any mistakes. Have a great day!
C is the only one that applies
Answer:
The component form of the velocity of the airplane is .
Step-by-step explanation:
Let suppose that a bearing of 0 degrees corresponds with the direction and that angle is measured counterclockwise. Besides, we must know both the magnitude of velocity (), in miles per hour, and the direction of the airplane (), in sexagesimal degrees to construct the respective vector. The component form of the velocity of the airplane is equivalent to <u>a vector in rectangular form with physical units</u>, that is:
(1)
If we know that and , then the component form of the velocity of the airplane is:
The component form of the velocity of the airplane is .
I really don't know where on earth my pen is;(((