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1. (b) length
2. (a) 3
3. (c) M1L2T-1
4. (a)
5. (a)
Let the total distance be d
so 48 = 2 x 40 x v / (40+v)
1920 + 48v = 80v
1920 = 32v
v = 60 km/hr
6. (c)
x component of 4N force is 4Cos60 = 4 x 1/2 = 2 N
7. (c)
∆K/K x 100 = [ (p2)^2 -(p1)^2 ] / (p1)^2 x100
p2 = p1 + 0.2p1 = 1.2 p1
so ∆K/K x 100 = (1.2p1)^2 - (p1)^2 / (p1)^2 x 100
= 44% change in kinetic energy
8. (d)
if goes then momentum p1 = mv
and come again then momentum = p2 = -mv
then change in momentum = Δp = p2 - p1 = |-2mv| = 2mv
9. (d)
F(r) = MgSinθ - μN
Ma = MgSinθ - μN
Ma = MgSinθ - μMgCosθ
a = gSinθ - μgCosθ
10. (c)
i hope it will help you
regards
2. (a) 3
3. (c) M1L2T-1
4. (a)
5. (a)
Let the total distance be d
Then for 1st part,
distance covered = d/2
velocity = v1 (given)
therefore time = distance/speed = d/2 divided by v1 = d/2v1
similarly, for second half, time = d/2v2
SO, AVERAGE VELOCITY = TOTAL DISTANCE/TOTAL TIME = d/(d/2v1 + d/2v2) = 2v1v2/v1+v2(on solving)so 48 = 2 x 40 x v / (40+v)
1920 + 48v = 80v
1920 = 32v
v = 60 km/hr
6. (c)
x component of 4N force is 4Cos60 = 4 x 1/2 = 2 N
7. (c)
∆K/K x 100 = [ (p2)^2 -(p1)^2 ] / (p1)^2 x100
p2 = p1 + 0.2p1 = 1.2 p1
so ∆K/K x 100 = (1.2p1)^2 - (p1)^2 / (p1)^2 x 100
= 44% change in kinetic energy
8. (d)
if goes then momentum p1 = mv
and come again then momentum = p2 = -mv
then change in momentum = Δp = p2 - p1 = |-2mv| = 2mv
9. (d)
F(r) = MgSinθ - μN
Ma = MgSinθ - μN
Ma = MgSinθ - μMgCosθ
a = gSinθ - μgCosθ
10. (c)
i hope it will help you
regards
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