Answer:
Find the velocity of a projectile at the highest point, if it is projected with a speed 15ms-1 in the direction 45∘ above horizontla. (take g = 10ms-2) Answer : 15√2ms-1 along horizontal
Explanation:
Answer:In dimensional analysis, a dimensionless quantity (or more precisely, a quantity with the dimensions of 1) is a quantity without any physical units and thus a pure number. Such a number is typically defined as a product or ratio of quantities which do have units, in such a way that all the units cancel out.
Explanation:
Answer:
(A) t = 4s
(B) H = 40m
(C) g = 5m/s²
(D) V = -20m/s
(E) t = 8s
The detailed solution to this problem requires the knowledge of costant linear acceleration motion.xplanation:
The detailed solution to this problem requires the knowledge of costant linear acceleration motion.
Explanation:
The full solution can be found in the attachment below.
To answer part A, we have been given some values of velocities bounding the time jnterval of 1s from which we can calculate the acceleration due to gravity and then the time.
Part B
Requires just using the acceleration due to gravity and the time taken in the equation
H = ut - 1/2gt²
Part C
Has already been calculated in part A
Part D
V = -20m/s because the tennis ball is coming down as the upward direction was assumed positive.
Part E
When the ball retirns to its original position it is the same as it never left and so H = 0m
The calculation can be found in the attachment below.
26 miles is roughly 41.84 kilometers. So all we have to do is put 41.84 over the time.
41.84/4.5
<u>9.298 km/hr</u>
Answer:
Impulse will be 8.4788 kgm/sec
Explanation:
We have given mass of the ball m = 0.212 kg
Initial velocity u = 18.8 m/sec
We know that momentum P = mass×velocity
Taking initial velocity as negative
So initial momentum = 0.212×-18.8 = -3.9856 kgm/sec
Final velocity is given as v = 21.2 m/sec
So final momentum = 0.212×21.2 = 4.4944 kgm/sec
We know that impulse is given by change in momentum
So impulse = final momentum-initial momentum = 4.4944-(-3.9844 ) = 8.4788 kgm/sec