What are the tests required to become a licensed architect called? (SLO 2)

Try writing the solution below in the text box. Time yourself to be able to write it in under 10 minutes.    

A block with mass m=-kg is forced against a horizontal spring of negligible mass, compressing the spring a distance of x= m. When released, the block moves on a horizontal tabletop for d= m before coming to rest. The spring constant is N/m. What is the coefficient of friction between the block and the tabletop? (Hint: Use energy conservation). (Show work, +15). Follow these steps: a) What is the work done by the friction during this process (that’s Wother)? b) What is the initial energy stored in the spring (i.e. elastic Potential Energy)? c) Use K1+U1+Wother = K2+U2. Write expressions for each of these quantities. d) Solve the above equation to find the the coefficient of friction. Enter the value of the coefficient of friction, rounded off to TWO decimal places:

(show work +4) On a newly discovered asteroid, a simple pendulum of length L= 5 m makes one complete swing in T = 10 s. What is the acceleration due to the gravity of that asteroid? m/s2.

(show work, +10) A metal ball of mass m1 = kg moving with a speed of m/s to the right hits a box of mass m2 = kg sitting on a level surface. After hitting the box, the metal ball bounces back and moves to the left with a speed of m/s. This causes the box to slide to the right.  a) What is the speed of the box immediately after the collision?  b) After the collision, the box slides on the frictionless surface and climbs up. What is the maximum height it will reach? Hint: use the conservation of energy. Enter the height (h) (round-off to TWO decimal places) = 

(Show work in a clear and logical manner +10) A yo-yo at rest starts rolling downhill without slipping from a height of m measured from the foot of the hill.  What is the velocity of its center of mass when it reaches the foot of the hill? The yo-yo has a moment of inertial about its center as kgm2, mass kg, and radius m. (Show work clearly with all steps). 1) What is the initial potential energy of the Yo-yo? 2) What is the velocity of its center of mass when it reaches the foot of the hill?  Enter the vcm rounded off to TWO decimal places.  

Show work clearly and in a logical manner to get maximum credit (Show work in the uploaded file +10). A large motorized wheel is rotating with an initial angular velocity of  rad/s. The power is suddenly cut and the wheel starts to slow down uniformly and comes to rest, making revolutions during the process. a) What is its angular acceleration (in rad/s2 )?  b) How much time (in s) does it take to come to rest? Round off to ONE decimal place. Time (s) =

Two masses (m1=80kg and m2=20 kg) lumped together are initially at rest. They suddenly split and  m2 moves to the right with a velocity of 3 m/s.  What is the velocity of m1? m/s (chose positive for right and negative for left)

This is a mass spectrum of Br2. Base on the data, how many isotopes of Br exist in nature? Picture8(2).png  

The weights of edges in a graph are shown in the table below.  Apply the nearest neighbor algorithm to the graph starting at vertex A.  Give your answer as a list of vertices, starting and ending at vertex A. A B C D E F A —— 58 57 1 28 16 B 58 —— 53 4 2 11 C 57 53 —— 48 38 6 D 1 4 48 —— 30 17 E 28 2 38 30 —— 5 F 16 11 6 17 5 —— _______