Usually a simple analysis of the motion of an object in two dimensions can provide us with some basic insights into the problems that we need to solve. Here, you will analyze two rather different problems. In both cases, ignore the effects of air Path of water with maximum range Hole with water 0.84 m gushing out Water pipe Path with resistance. with a hole minimum range 1.73 m (a) Bursting of water pipes can happen due to long-term corrosion careless drilling by the workers. Figure 2(a) shows the cross-section of a punctured water pipe and the trajectory of water gushing out of the hole. We will focus on studying the path of the water that gives the maximum range. or 2.55 m Figure 2(a) Using the information provided in Figure 2(a), determine the vertical component of the velocity of the water coming out of hole that gives the path with maximum range. ANS:

Usually a simple analysis of the motion of an object in two dimensions can provide us with some basic insights into the problems that we need to solve. Here, you will analyze two rather different problems. In both cases, ignore the effects of air Path of water with maximum range Hole with water 0.84 m gushing out Water pipe Path with resistance. with a hole minimum range 1.73 m (a) Bursting of water pipes can happen due to long-term corrosion careless drilling by the workers. Figure 2(a) shows the cross-section of a punctured water pipe and the trajectory of water gushing out of the hole. We will focus on studying the path of the water that gives the maximum range. or 2.55 m Figure 2(a) Using the information provided in Figure 2(a), determine the vertical component of the velocity of the water coming out of hole that gives the path with maximum range. ANS:

Principles of Physics: A Calculus-Based Text

5th Edition

ISBN:9781133104261

Author:Raymond A. Serway, John W. Jewett

Publisher:Raymond A. Serway, John W. Jewett

Chapter3: Motion In Two Dimensions

Section: Chapter Questions

Problem 42P: A landscape architect is planning an artificial waterfall in a city park. Water flowing at 1.70 m/s...

See similar textbooks

Similar questions

O If R= ( i+ (); +( SZ Int) k is the position veckor of aporticade in spuce defermine at t-i W the anyle befween the velocity and the aceleration Jector. the tungent vechor the Normul vechor the Binormal vetur ()
Do the round off on final answer only. Answer carefully.
Ateation Accelexaten Can be deksmined Gram (muliele Arsuas) A) eqations of Censtant acceleration in the arceleration onslant. b equations of canstant aceleraton vegard less e the acceleration. 8S Constant. ) Slope of velocdy Versus fime Slope of posilion Veasus fime €) An accelecation VS Time giaph 0 froma thaical vake if he mokon s pakeble ar freefall.
Question 7 of 16 A student drew the relation between the hegt Ihs and the square of the horzantal range D2 in projectle experiment by dropping the ball each time from the same hieght y. What is the velocity Vo? (The gravity acceleration gis 9.8 m/s)? 0332.4cm/s 145cm/s 0313cm/s 0980cm/s 031.3cm/s B Vo S 4 2 1 0 0 100 300 400 D'(an) 500 600
A hot-air balloonist, risingvertically with a constantvelocity of magnitude 5.00 m/sreleases a sandbag at an instantwhen the balloon is 40.0 m abovethe ground (Figure shown to the right). After it isreleased, the sandbag is in free fall.(a) Compute the position andvelocity of the sandbag (b) at 0.250 sand 1.00 s after its release.
IFtwo Forces fe=4Nf6o offlied on skg amassof boodiy Bind the following frebN<3o anct |)acceleration of the boy canswerdint b) whatis the Rihd Velacity Ned when the time (2)Sce ) what is the displacment (x) at time (38ec) fuhen the X -e} OLA s wer =4
6 A madble is pushed p and starts traveling up on incline' and then afterwdrds down a decline. The height (in meters) of amarble isgiven by. 5t %3D a) find the velaity (simpify) b) What is the initial velocty? ahen does the marble stop maring d) Fnd the acceleca tion finction. Do not Simputy-
4
reasonable limits of accuracy, find the instantaneous velocity v when t = 4 s. 10 t, s Answers: For the whole interval, Vav = m/s When t - 4 s, V = m/s 4. u 's
The moticn of a ball scooped bya field hockus player can be moeleled by n=-16b^(2)+40b where b is the time in selends and h is the neignt of the ball. Will the ball ever reach 22 teat?
Needs Complete typed solution with 100 % accuracy.
Question 4: A particle is thrown into air with initial speed vo making angle 0 with the horizontal as shown in Figure 1. The gravitational acceleration g and a constant acceleration a, due to a wind act on the particle. Find the range of the motion. a, 'w Figure 1 100