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11) A projectile is launched with velocity vo at angle θ. a. Derive a general equation...
Please Solve this 3 Problems. Problem 10, 11, 12. with hand writing and explaining. Thank you...
Please Solve this 3 Problems. Problem 10, 11,
12.
with hand writing and explaining.
Thank you much
m/s If she points her kayak straight across and moves 2 m/s relative to the water, what is her net velocity vector relative to the shore? a. b. How far downstream will she be when she reaches the other side? c. She wants to paddle straight across. What angle upstream should she point the kayak and how long will this trip take? 11)...
If the projectile is launched at a launching angle theta, with an initial velocity Vo from...
If the projectile is launched at a launching angle theta, with
an initial velocity Vo from a height of Yo above the table top, how
long does it take the projectile to fall on the table top? Now that
your Voy is no longer zero, so you must use the quadratic equation
to solve for t. Express the time in terms of g,Yo,Vo, and theta,
make sure that your y-direction is fixed.
t=
How far would it travel? Express in...
I. A projectile is launched from point A with an initial velocity of vo and an...
I. A projectile is launched from point A with an initial velocity of vo and an elevation angle θ as shown. The air resistance is neglected and gravitational acceleration is constant. a) Show that the equation of the path is y-2v zg+x tan θ, where g is the gravitational 2 2v6cos20 acceleration b) Determine the radius of curvature of the path in terms of the time t using n-t coordinate system c) For Vo-10 m/s and θ-40°, plot the radius...
A projectile is launched with an initial velocity v , at an angle θ' above the...
A projectile is launched with an initial velocity v , at an angle θ' above the horizontal. At a certain pont A in its motion, its velocity angle is 0, above the horizontal. At another point B, later in its motion, its velocity angle is θ8 below the horizontal. What is the horizontal distance from A to B? 2. (Model the projectile as a particle. Assume a constant standard earth-surface g value. Ignore all air resistance.) You may assume that...
(1) (1 point) Write the vector form of velocity a function of v0, θ, t for...
(1) (1 point) Write the vector form of velocity a function of
v0, θ, t for when the projectile is in flight (before it hits the
ground).
(2) (1 point) Write the down horizontal and vertical
displacements as a function of t, v0, θ.
(3) (1 point) Give the expression for time of flight as a
function of v0, θ, φ. (Hint: use previous results and tan(φ) =
y/x)
(4) (1 point) Give the expression for distance travelled along
the...
A projectile is launched at an angle θ above the horizontal. Three seconds later the projectile...
A projectile is launched at an angle θ above the horizontal. Three seconds later the projectile is moving the same angle θ below the horizontal. Which of the following (actual values with units, not just algebraic symbols) can be found from the information given? a. the initial vertical component of the projectile’s velocity b. the initial horizontal component of the projectile’s velocity c. the initial magnitude of the velocity d. None of the above since at least one of the...
d) A projectile is launched with an initial velocity w at an angle 0 above the...
d) A projectile is launched with an initial velocity w at an angle 0 above the horizontal In terms of V, 0 and acceleration due to gravity g, determine for the projectile i) the time to reach its maximum height and ii) its maximum height (7 marks)
Tx= vo2/g Sin20 (0 with line through the middle) where Tx= horizontal range, vo= initial velocity,...
Tx=
vo2/g Sin20 (0 with line through the middle) where Tx= horizontal
range, vo= initial velocity, o firing angle at fixed velocity. At
which value of 0, r, will attain its maximum value?
Please write clearly and neatly, showing appropriate work. No credit will be given for ambiguous work Question 1: (a) How does the range of the projectile depends of angle of projection? Discuss the answer with formula? d neatly, showing appropriate work. No credit will be given for...
A projectile is fired with initial velocity v0 = 95 m/s at an angle θ = 50°.
Problem 8:A projectile is fired with initial velocity v0 = 95 m/s at an angle θ = 50°. After 5 s it strikes the top of a hill. What is the elevation of the hill above the point of firing? At what horizontal distance from the gun does the projectile land?
Please Solve this 3 Problems. Problem 10, 11,
12.
with hand writing and explaining.
Thank you much
m/s If she points her kayak straight across and moves 2 m/s relative to the water, what is her net velocity vector relative to the shore? a. b. How far downstream will she be when she reaches the other side? c. She wants to paddle straight across. What angle upstream should she point the kayak and how long will this trip take? 11)...
If the projectile is launched at a launching angle theta, with
an initial velocity Vo from a height of Yo above the table top, how
long does it take the projectile to fall on the table top? Now that
your Voy is no longer zero, so you must use the quadratic equation
to solve for t. Express the time in terms of g,Yo,Vo, and theta,
make sure that your y-direction is fixed.
t=
How far would it travel? Express in...
I. A projectile is launched from point A with an initial velocity of vo and an elevation angle θ as shown. The air resistance is neglected and gravitational acceleration is constant. a) Show that the equation of the path is y-2v zg+x tan θ, where g is the gravitational 2 2v6cos20 acceleration b) Determine the radius of curvature of the path in terms of the time t using n-t coordinate system c) For Vo-10 m/s and θ-40°, plot the radius...
A projectile is launched with an initial velocity v , at an angle θ' above the horizontal. At a certain pont A in its motion, its velocity angle is 0, above the horizontal. At another point B, later in its motion, its velocity angle is θ8 below the horizontal. What is the horizontal distance from A to B? 2. (Model the projectile as a particle. Assume a constant standard earth-surface g value. Ignore all air resistance.) You may assume that...
(1) (1 point) Write the vector form of velocity a function of
v0, θ, t for when the projectile is in flight (before it hits the
ground).
(2) (1 point) Write the down horizontal and vertical
displacements as a function of t, v0, θ.
(3) (1 point) Give the expression for time of flight as a
function of v0, θ, φ. (Hint: use previous results and tan(φ) =
y/x)
(4) (1 point) Give the expression for distance travelled along
the...
d) A projectile is launched with an initial velocity w at an angle 0 above the horizontal In terms of V, 0 and acceleration due to gravity g, determine for the projectile i) the time to reach its maximum height and ii) its maximum height (7 marks)
Tx=
vo2/g Sin20 (0 with line through the middle) where Tx= horizontal
range, vo= initial velocity, o firing angle at fixed velocity. At
which value of 0, r, will attain its maximum value?
Please write clearly and neatly, showing appropriate work. No credit will be given for ambiguous work Question 1: (a) How does the range of the projectile depends of angle of projection? Discuss the answer with formula? d neatly, showing appropriate work. No credit will be given for...
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