PHY101 Assignment 2 Solution Fall 2017

PHY101 ASSIGNMENT 2 SOLUTION FALL 2017

Dear Virtual University Students, here you can read and download PHY101(Non-Graded) Assignment No.2 Solution fall 2017. PHY101 Assignment Opining Date 24 November 2017 and Closing Date 30 November 2017. Assignment Total Marks: 20. So, harry up Download the PHY101 Assignment Solution File and Submit Your Assignment Solution. Easily you can Download Solution file click the Download Button and Get Assignment Solution File. Any Question for Assignment so easily you can Contact me using Comment Box. If assignment solution was helpful. Please Share It with your friends. you can also like our Facebook page, subscribe YouTube channel and follow on Google+ for Latest Update. Previously we shared PHY101 Assignment No.1 Solution Fall - 2017

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ASSIGNMENT important instruction

1. To solve this assignment, you should have good command over first 18 lectures.
2. Upload assignments (Microsoft word) properly through LMS, (No Assignment will be accepted through email).
3. Write your ID on the top of your solution file.
4. All students are directed to use the font and style of text as is used in this document.
5. Don’t use colorful back grounds in your solution files.
6. Use Math Type or Equation Editor etc for mathematical symbols.
7. Write to the point and avoid from unnecessary explanation. Don’t copy/paste from internet or any other source.
8. This is not a group assignment, it is an individual assignment so be careful and avoid copying others’ work. If some assignment is found to be copy of some other, both will be awarded zero marks. It also suggests you to keep your assignment safe from others. No excuse will be accepted by anyone if found to be copying or letting others copy.
9. Don’t wait for the last date to submit your assignment.

ASSIGNMENT question no.1

The function x (t) = A cos (ωt) describes the above shown graph. Calculate the value of angular frequency, ω.    Marks = 10

ASSIGNMENT QUESTION NO.1

The hand of a mechanic applies a force of 34 N as shown in the above figure. Static friction creates an opposing torque of 8.5 N·m. Does the nut rotate? Either yes or no, Justify it with a solid numerical calculation.

Marks = 10

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