answer 1) the maximum range is given by
Rmax=1/2 v2sin2/g............1)
and maximum height is given by
H=v2sin2/2g......2)
equating 1 and 2 we have
v2sin2/2g=1/2*v2sin2
/g
2sin2/2=2sin
cos
sin=2cos
tan=2
=tan-1(2)=63.4o
so the answer is 63.4o
TOOP TREIBle answers in the space provided. 1 Whst is the shugle of a projectile launcheed...
Directions: Write out your legible answers in the space provided. 1. What is the angle of a projectile launched from the ground which has a maximum height that is half its maximum range? 2. If a car is moving with a constant velocity of 30 m/s around a roundabout with a diameter of 20 Tm, what is the centripetal acceleration of the car? If the period of a particle moving in a uniform circle with radius 0.2 m is of...
Suppose is a finite dimensional vector space. For hyperplanes in say they are linearly independent provided the corresponding linear subspaces in are linearly independent. Set and show that are linearly independent if and only if . (Hint: Write for and consider by ). We were unable to transcribe this imageWe were unable to transcribe this imageWe were unable to transcribe this imageWe were unable to transcribe this imageWe were unable to transcribe this imageWe were unable to transcribe this imageimnH...
Sample Problem 5.1 A projectile is launched from a cliff 10.0 meters above level ground with a launch velocity of 3.0 m/s and a launch angle θ (0< θ < π /2) above the horizontal. Determine the projectile's a) peak height from the ground, b) velocity right before it hits the ground, c) range (horizontal displacement), and d) angle θ which gives the maximum range if h-0 m. 3.0 m/s Cliff h-10.0 m Groun We were unable to transcribe this...
Note: In the following, if is a set and both and are positive integers, then matrices with entries from . The problem below has many applications. If is a linear map from complex vector space to itself, and is an eigenvalue of , then is a simple eigenvalue of if . 1. Suppose is a vector space of dimension over field where you may assume that is either or , and let be a linear map from to . Show...
Question 5 needs to be answered, it corresponds to
question 1, which is why i provided you the question and answers to
#1
$) The spring ho problm tnow has a 5g speet of the box will be in bot parts A and 8 ithe spring is releases We were unable to transcribe this imageWe were unable to transcribe this imageWe were unable to transcribe this image4) We ane only looking at 4 primary types of energy for the sn...
I need answers 1,2 & 3
Basic Physics PHY 114-W-01 Department of Physical and Computer Sciences Medgar Evers College Quiz 6 Directions: Write out your legible answers in the space provided. 1. What is the angle of a projectile launched from the ground which has a maximum height that is halt its maximum range? e an Given 2. If a car is moving with a constant velocity of 30 m/s around a roundabout with a diameter of 20 m, what...
Dr. C. #1: Exploding Projectile: A projectile of mass 9.6 kg is shot from the ground with an initial velocity of 12.4 m/s at an angle of 54° above the horizontal. A. Assuming the ground underneath the projectile's path is flat, what is the maximum height h the projectile reaches, its horizontal range R, and the time it spends in the air? Suppose that, at the peak of the projectile's motion, an explosion splits the projectile in half and one...
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Question: Question 2 Write down the equations of motion
of a bead on a wheel: (a) from the frame of the whe...
Question 2
Write down the equations of motion of a bead on a wheel:
(a) from the frame of the wheel
(b) from the...
A metric space (X, d) is totally bounded if, given
ε>0, there exists a finite subset =
of X, called an ε-net, such that for each x∈X there
exists
∈
such that d(x,)
< ε. Prove that if Y is a subset of a totally bounded space X
then, given ε>0, the subset Y has an ε-net and
therefore Y is also totally bounded.
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Let X be a banach space such that X= C([a,b]) where - ab+ with the sup
norm. Let x and f X. Show
that the non linear integral equation
u(x) = (sin
u(y) dy + f(x) ) has a solution u X. (the integral is
from a to b).
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