Category | Assignment | Subject | Engineering |
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University | - | Module Title | GA33PHY11 Dynamics and Statics |
Assessment Title | Assessment 1 |
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Learner Name: |
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Provider Name: | The Trafford and Stockport College Group | |||||||
Diploma Title: | Access to Higher Education L3 Diploma (Engineering) | |||||||
Unit Title: | Dynamics and Statics | Unit Code: | GA33PHY11 | |||||
Assignment Issue Date: | 16/10/25 | Submission Deadline: | 06/11/25 | |||||
Tutor / Assessor: | IQA: | |||||||
Mode of delivery | Classroom |
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Assignment Number: | 1 of 5 | Assessment Method: | Q&A Worksheet |
Assignment Title: | Statics & Dynamics | ||
Assessment Criteria Covered: | All assessment criteria – 1.1 to 6.2 | ||
Assignment Brief: |
Q1. (Assessment Criteria 1.1,1.2,1.3,1.4) A mass has the following three forces acting on it Force 1 is 50 kN acting at -125 degrees. All angles are measured from 0 degrees.
Q2. (Assessment Criteria 2.1, 5.1,5.2)
A second force of -4.0 N is then applied to bring the mass to a stop in a further 0.5 seconds. Neatly sketch and label the force, acceleration velocity and position profiles of the mass over a time of 1.5 seconds.
Q3. (Assessment criteria 2.2) A mass is launched at an initial velocity of 25 m/s and an angle of 40o. a) What is the maximum height reached by the object? b) What is the total flight time between launch and hitting the ground? c) Calculate the horizontal range of the mass. d) Obtain the magnitude of the velocity at an instant just before hitting the ground. Q4. (Assessment Criteria 3.1, 3.2) A simply supported beam has a span of L = 10 m. There is a load of 10kN situated 3 m from the right-hand end of the beam and a 15 kN load situated 2m from the left-hand end of the beam. a) Draw a free body diagram of the beam showing all the forces. b) Calculate the supporting reactions at the pillars. c) Sketch and label the bending moment and shear force diagrams. d) Describe a real-life example of a uniformly distributed load Q5. (Assessment Criteria 3.3)
Q6. (Assessment criteria 4.1, 4.2, 6.1,6.2) a. Define linear momentum and calculate the momentum of a mass of 10 kg travelling at 30 km/hour. b. A stationary mass of 20g is struck by a mass of 75g moving at 10 m/s. Assuming the collision is perfectly elastic. i) Calculate the velocity of each mass after the impact? Assuming the collision is perfectly inelastic ii) Calculate the kinetic energy before and after the collision. c. Give the definition of an impulsive force. |
Grade Descriptor 1 Knowledge & Understanding |
For Merit |
The student, student’s work or performance: a. Generally, demonstrates the ability to apply knowledge appropriately in a given context showing breadth of knowledge in responding to the demands of the unit, with b. A very good understanding and use of
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For Distinction |
The student, student’s work or performance: a. Consistently demonstrates the ability to apply knowledge appropriately in a given context showing breadth of knowledge in responding to the demands of the unit, with b. An excellent understanding and use of
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Learner guidance: Clearly define all equations used and their units. | ||
Grade Descriptor 2: Subject Specific Skills | For Merit |
The student, student’s work or performance: a. Generally demonstrates an ability in selecting and using skills as required by the unit, with b. Very good levels of
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For Distinction |
The student, student’s work or performance: a. Consistently demonstrates an ability in selecting and using skills as required by the unit with b. Excellent levels of
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Draw clear labelled diagrams using the correct engineering notation and units with answers to 3dp | ||
Grade Descriptor 3: Transferable Skills | For Merit |
The student, student’s work or performance: a. Demonstrates very good communication and/or presentation skills evidenced by the use and/or selection of A very good understanding and use of Format
b. Demonstrates autonomy and/or independence evidenced by a very good ability to
Generally, adheres to academic and professional conventions in use of technical language and format in responding to the instructions set out in the assignment brief. |
For Distinction |
The student, student’s work or performance: a. Demonstrates very good communication and/or presentation skills evidenced by the use and/or selection of mAn excellent understanding and use of
b. Demonstrates autonomy and/or independence evidenced by an excellent ability to
c. Consistently adheres to academic and professional conventions in use of technical language and format in responding to the instructions set out in the assignment brief. |
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Learner guidance: Define all equations used using the correct engineering notation and units. |
Learner Submission |
Please refer to the Open Awards Provider Handbook for regulations relating to submission of assessment evidence, extensions, resubmissions, and referrals.
No. | Assessment Criteria The Learner can: | Achieved? (Tutor / Assessor Initial) | ||
First Submission | Second Submission | Referral | ||
1.1 | Distinguish between scalar and vector quantities. |
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1.2 | Find the resultant of two coplanar vectors by diagram and calculation. |
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1.3 | Resolve vectors into components in two dimensions. |
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1.4 | Solve problems for systems involving coplanar forces to determine whether the forces are in equilibrium. |
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2.1 | Use the equations of motion to solve problems involving uniform acceleration. |
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2.2 | Solve problems for projectiles by considering vertical motion and horizontal motion independently. |
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3.1 | Define the terms ‘moment’, ‘centre of mass’ and ‘couple’. |
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3.2 | State the principal of moments and use it to solve problems for simple balanced systems. |
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3.3 | Use experimental methods to find the centre of mass of regular laminas. |
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4.1 | Define linear momentum. |
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4.2 | State the law of conservation of linear momentum and solve problems involving conservation of linear momentum. |
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5.1 | State Newton’s laws of motion. |
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5.2 | Apply Newton’s laws of motion to solve problems. |
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6.1 | Define impulse of force. |
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6.2 | Solve problems involving impulse and momentum. |
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Assignment Issue Date: |
16/10/25 |
Submission Deadline: |
06/11/25 |
Date Submitted: |
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Extension Agreed? |
Yes/ No |
Extension Deadline: |
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Date Submitted: |
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Tutor / Assessor Signature for Extension: |
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Date Marked: |
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Resubmission Required? | Yes / No | |||
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