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This problem is split into two questions on crowdmark

You will submit parts (a) through (d) to q1abed, and part (e) to q1e Let a be an m×n matrix The goal of this exercise is to show that the matrix equation at ax=at b has a solution for all b∈rm This solution is often called the least squares solution to the system ax= b. The values of t,a and b are given as follows T =9lb⋅in a=3 in b= 15 in the diameter of the rod is 5

The rod is made of cupronickel between a and b and of steel between b and c (a) the reactions at each wall (points a and c ) (b) the maximum shear stress in region bc Submit your fbd (s) and equibrium equations to crowdmark. Engineering mechanical engineering mechanical engineering questions and answers a torque t is applied to the circular rod abc shown in the figure The values of t,a and b are given as follows:t=8lb*ina=7inb=11inthe diameter of the rod is 5^ ('')

the rod is made of cupronickel between a and b and of steel between b and c

(a) the reactions at each wall (points a and c ) For this question, upload your full solution to crowdmark (assignment name hw assignment 10 q6) as a jpg, png, or pdf  your work will be marked for both process and final answer (s).for both parts consider the region \ ( r \) bounded by \ ( y=\ln x, y=1 \), and \ ( x=1 \). The assignment is due at 11:00pm If crowdmark indicates that you submitted late, you will be given 0 on the assignment Your computing report must be exactly 1 page

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