Block A is at rest on a frictionless incline. It is attached to block B over a pulley. Block A has mass of 4.50 kg and block B has a mass of 5.50 kg. When the system is released, block A moves up the incline 1.5 m, after which it has a speed of 3.00 m/s.
Flashlight batteries is having electro-motive force of 1.5 v and internal resistance of one owns are connected to a resistor
of 5 ohms calculate the current in this resistor if the cell are connected to series or parallel
3. Seat belt
In the event of an accident, a car driver (80kg) will use the seat belt (and because of
the crumple zone) over a distance of 40cm from 72 km / h to a standstill
braked. This takes 40 ms = 0.040 s.
a) Calculate the braking force on the driver.
b) When supporting on the steering wheel, you can "apply" a maximum of 500 N.
Would that be enough to protect yourself without a seat belt?
Estimate the number of hairs on your head.
I used an interesting estimation which is to say that 1cm2 = 100 hairs and to estimate the head as sphere with radius of r = 10 cm.
Am I right to tell an estimation like this?
If not what is right??
A futile task is proverbially said to be βlike trying to empty the ocean
with a teaspoon.β Just how futile is such a task? Estimate the number of
teaspoonfuls of water in the Earthβs oceans.
And,
Estimate the time that might be taken to empty all oceans in the Earth. Give your answer with centuries and seconds.
a) Define the elastic modulus. Explain the different types of elastic modulus.
b) State and explain Einstein's Photoelectric Effect theory.
c) If 12π force is applied to a fluid of cross-section 5.34 ππ2 with a shearing rate of 0.7 π β1 then find the viscosity of the fluid
Find the total energy of a moving object of mass 6.3 ππ and momentum
11.5 Γ 106 ππππ
β1
.
A wire of length 7 π and radius 2.37 ππ is stretched by a load of 12370 ππ and
increased by 1.78% of the original length. Find the stress, strain, and Youngβs
modulus of the material of the wire.
A capillary tube with an inside radius of 638 ππ can support a 100 ππ column of
liquid that has a density of 820 πππβ3. The observed contact angle is 12.5Β°. Find
the surface tension of the liquid for β = 20 ππ. need to solution
The radius of a silver bar is 30 ππ. What force is required to stretch the bar by
12.7% of its length where Youngβs modulus is π = 7.25 Γ 1010 ππβ2