Q1 A rescue plane flies horizontally at a constant speed searching for a disabled boat. When the plane is directly above the boat, the boat's crew blows a loud horn. By the time the plane's sounddetector receives the horn's, sound, the plane has traveled a distance equal to two-thirds its altitude above the ocean. Assuming it takes the sound 1.86 st reach the plane, and taking the speed ofsound to be 343 m/s, determine the following(a) the speed of the plane$10.4It may be easier th calculate the altitude (part b) first. m/s(b) the altitude of the plane570.63You know the time for the plane to fly the distance. If you know the speed of the plane from part (a) you can determine the numerical value of this distance, mNeed Help?MedW

Answered: Image /qna-images/answer/0e95a71f-d140-4e76-9f2c-965acf23b30b.jpg

Answered: A rescue plane flies horizontally at a…

Similar questions

What is the Weight in Pounds of a 2.5 kg melon? USE: 1lbs = 4.45N ,g = 9.8m/s^2. Don't round your answer. A. 5.50lbs B. 50lbs C. 109 lbs D. 24.5 lbs
After finishing your Physics work for the day, you decide to head to the park to throw around a football. You throw the ball at 20.9 m/s [R 32O U]. Where does it land? Each answer should have two decimal points & units
K Solve for the indicated variable. Assume all variables are positive. QV₁ QV₂ T. L T₂ ; for T₁ (Simplify your answer.)
Hi there, looks like c is incorrect because wouldn't you use the 1/2 gt2
e = 0, + wot +at? S = Or w = wo + at v = wr w? = w; + 2a(0 – 0.) atan = ar, a. %3D Tcom - (m,F + m2; + mz73 + .·) 1= E¡m;r? Mtotal An ultracentrifuge accelerates from rest to 9.93 x 10° rpm in 1.87 min. What is its angular acceleration in radians per second squared? angular acceleration: rad/s? What is the tangential acceleration of a point 8.90 cm from the axis of rotation? tangential acceleration: m/s? What is the radial acceleration in meters per second squared and in multiples of g of this point at full revolutions per minute? radial acceleration: m/s? radial acceleration in multiples of g:
Hwww
Please asap
Q1 The moment equation for a triangular distributed load, wo 30 N/m acted on a beam (Figur Q1) with a length, L- 5 m is given as: M₂-5x³-112.5x + 125 By performing your calculation in 3 decimal points: Determine the most positive roots of the system, x by using Newton Rhapson Method. Use initial value of x = 3. Iterate until |E <0.25). (b) Determine the most positive roots of the system, x by using Secant Method. Use initial value of x= [3,5]. Iterate until E<0.25).
You are given the equation(s) used to solve a problem. Write a realistic problem for which this is the correct equation(s). (9.0 × 10⁹ Nm²/C²)9192 0.030 m 91 +92 = 40 nC = 90 × 10-6 J
A car travelling at the speed Vo on a straight level road. After the brakes are applied at t = 0, the motion can be approximated by s = t^3/100− t^2 + 17t where s is thedistance traveled in meters and t is the time in seconds. a. gives the value of Vo b. gives the distance required for the car to stop.