Answer:
The velocity of an object refers to the rate at which the object's position changes. For any given motion, it is possible that an object could move very fast yet have an abnormally small
Formula:
velocity = distance travelled in a straight line/ time taken
2(L+W)=54
L=2W-3
Substitute L in the first equation:
2((2W-3)+W)=54.
Divide by 2:
(2W-3)+W=27
Simplify by collecting like terms:
3W-3=27.
Add 3:
3W=30.
Divide by 3 to get that
W=10.
Substitute the L and W relations to get
L=2W-3
L=2*10-3
L=17.
The answers are length is 17 and width is 10.
B or D, one of these are the correct answer
Answer:
a) Tb = m (g + vb² / R)
, b) Tt = m (g - vt² /R), c) Tb = Ty + (vb² -vt²) /R
Explanation:
a) For this exercise we will use Newton's second law, at the bottom
Tb - W = m a
Where the acceleration is centripetal
a = v² / R
Tb = W + m vb² / r
Tb = m (g + vb² / R)
b) the tension at the top
-Tt -w = m a
Tt = W - m vt² / R
Tt = m (g - vt² / R)
c) write the two equations and solve system
Tb = m (g + vb² / R)
Tt = m (g - vt² / R) (-1)
We multiply by (1) and add
Tb -Ty = vb² /R -vt² /R
Tb = Ty + (vb² -vt²) / R
You habe already the formula, what's wrong then? it's simple
A = F/M
A = 2400/800
A = 24/8
A = 3 m/s²