### Velocity Analysis in a Fixed Reference Frame**Problem Statement:**Block A moves up the incline at a constant speed of **131 in/s**.Pin P rotates **counterclockwise** in the circular slot in Block A at a speed of **18 in/s**.**Objective:**Determine the **magnitude of the velocity** (in in/s) of Pin P relative to the fixed **xy axes** (i.e., horizontal, vertical), when **θ = 23°**.Calculate your answer to **one decimal place**. Report your answer in units of **in/s**.**Diagram Explanation:**- The diagram shows a block labeled **A** moving up an inclined plane which is angled at **30°** to the horizontal axis (**x**).- A circular slot is inside Block A.- Pin **P** is positioned in the slot and rotates counterclockwise.- Pin P has coordinates indicated in a rotating reference frame (**x'**,**y'**) relative to Block A, where θ = 23° is the angle positioned relative to the horizontal axis of Block **A**. When solving the problem, consider the following:1. Calculating the translational velocity component of Block A.2. Calculating the rotational velocity component of Pin P within the rotating slot.3. Combining these velocities with respect to the fixed **xy axes**.After combining these components correctly, ensure to express the magnitude of the resultant velocity vector.

The speed of block-A in the incline is given as, v1=131 in/s, The speed of block-A in circular slot…

Answered: P 30° y x Block A moves up the incline…

Similar questions

Spring break has just begun and Latonya boards a plane to visit her Grandma. Latonya flies 711.5 miles due East from City A to City B. After a short layover, Latonya flies 551.4 miles in a direction of 35.9° north of east from City B to City C. a. What is the magnitude of Latonya's resultant displacement between city A and city C? Resultant's magnitude miles b. What is the direction of Latonya's resultant displacement? Resultant's direction CCW from East Info Info Attempts: 0/00 Attempts: 0/00 Submit Submit
The displacement of a vehicle (in meters) is given in Cartesian co-ordinates by: d = -2.4tââ + 4.7tŷ At t = 2.0 seconds, the displacement (in meters) of the vehicle in Polar co-ordinates would be given as d =. mî+ Part A The radial ( r) component would be: ? d = mê Submit Request Answer Part B The angular ( 0) component would be: ? d = Submit Request Answer 國

3. An object is stuck at the origin. To get the object free, two forces are applied to the object. The first force, F, extends from the origin to position (-8,2). The second force, F2, acts on the object with a magnitude of 8 Newtons in the direction of 30°. You may assume units of distance are in meters. Represent the two force vectors, F and F2, in component form. Leave all answers in exact а. form. b. Draw a sketch of the two force vectors on the graph to the right. -5- с. If these two forces together free the object, in what direction and with what magnitude would the object travel? Round to one decimal -5 place as needed. -5
wo vectors are defined in component form below. Use them to perform the following exercises. Note: £, §, and 2 are unit vectors of the Cartesian coordinate system defined by £ × 9 = z. S = - D Č = -152 + 82 D = -42 – 39 T = Č XD F = 5 le| = 17 Determine S. Show your ster Determine T. (Your answer should be an expression in component form.) Show your steps Determine the smallest angle between D and ý when they are drawn tail-to-tail.
2.
Please answer the following question(s): 1. Calculate the angle a person needs to lean from the vertical when 1. walking a 17 m (radius) circular track at 22 mins per mile, and Enter to 2 significant figures Angle with respect to the vertical = = 2. running at 4 min per mile. Enter to 2 significant figures Angle with respect to the vertical = Use 1 mile = 1609.4 m ✓ O O
1 of 1. ▸ Part A Locate the centroid of the parabolic area. Take a = 7 in, h=19 in (Figure 1) Express your answer to three significant figures and include the appropriate units. Value Submit A 4 Provide Feedback Bequest Answer → Units
The question is in the photo attached
Help.!!!
A sinx is the mathematical model for the hypothesis given for the time of flight of a projectile as a function of angle. A: the fit parameter A...A = 2V0 B: the fit parameter B...B = B was not used in the model make a plot of the time of flight for a projectile as a function of launching angle, with v0 = 3.92 m/s...which graph most match
Let A⃗ =(9,78∘) and B⃗ =(2,289∘), where the angles are measured counterclockwise from the positive x-axis. What is C⃗ =4A⃗ +B⃗ ? Give your answer in component form. x component: y component:
For part 1, assume m₁ =100 g, m2=90 g, m3 = 100 g, 01-27°, and 02=26°, what does T1x+T2x+T3x equal to? Enter your answer up to 1/1000 N accuracy. Pay attention to the sign of your answer. Your Answer: Answer units Question 9 (2 points) = For part 1, assume m₁ =100 g, m2=90 g, m3 100 g, 01-26°, and 02-27°, what does T1y+T2y+T3y equal to? Enter your answer up to 1/1000 N accuracy. Pay attention to the sign of your answer. Your Answer:

SEE MORE QUESTIONS