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1. You buy an ice cream cone. The cone you are given is filled with melted ice cream of density 1.2g/cm^3. The diameter of the cone is 6cm at the wide end and is 10 cm deep. Find the pressure at the bottom of the cone.
2. Now there is a hole with diameter 1mm at the bottom of the cone and its leaking. Find the amount of time it would take for the cone to fully leak out.
a 1.50 m section of it at one end is bent 90° in the negative z direction. Illustrate what is the total magnetic flux through the surface? Choose directions for the area vectors so that the flux through each surface is positive.
A converging lens (f = 14.6 cm) is located 31.4 cm to the left of a diverging lens (f = -7.91 cm), Find the overall magnification
Illustrate what elements of the marketplace in which Mega Tech operates led the organization to believe that project management would improve its operations?
Two conductors are made of the same material and have the same length. Conductor A is a solid wire of diameter 1.2 mm, What is the resistance ratio RA/RB , measured between their ends
A rectangular fish tank measures 30 cm by 65 cm by 40 cm high. What is the total force of the water on the bottom
Calculate the magnetic force per meter between two such lightning bolts separated by 10 meters. (This is mainly to give a feeling for the strength of the magnetic field)
Treating our rigid legged friend as a particle, what is the average force his feet exert on the ground when he slows down.
A car traveling at a speed of vo = 60 m/s stops smoothly (that is, its deceleration is constant) over a distance of d = 167 m. What is its acceleration during the time it is stopping.
Wanting to invite Juliet to his party, Romeo is throwing pebbles at her window with a launch angle of 73° from the horizontal, What is the initial speed of the pebbles
A relatively small puncture is made at the base of a large, open-topped water reservoir that sits on the ground, determine the water level in the tank
What is momentum of the block
What is the speed of the two carts at the moment while their speeds are equal.
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