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Selina solutions

CHAPTERS

1. Chapter 1 – Measurements and Experimentation

2. Chapter 2 Motion In One Dimension

4. Chapter 4 Pressure In Fluids And Atmospheric Pressure

5. Chapter 5 Upthrust In Fluids Archimedes Principle And Floatation

7. Chapter 7 Reflection Of Light

8. Chapter 8 Propogation Of Sound Waves

A car is moving with a uniform velocity of 30m/s. It is stopped in 2s by applying a force of 1500N through its brakes. Calculate: (a) the change in momentum of the car, (b) the retardation produced in the car, and (c) the mass of the car.

Given: t=2s, F=1500N, u=30m/s, v=0m/s,

acceleration = (v-u)/t

= (0-30)/2 = -15 m/s^2

The negative acceleration just indicates retardation.

Force = mass x acceleration

→ Mass = force/acceleration

→ = 1500/(15)

= 100kg

(a) To find change in momentum

Change in momentum = final velocity – initial velocity or Δp = m(v-u)

Δp = 100(0-30)

= 3000 kg m/s

(b) Retardation produced in car

We know that retardation is negative acceleration

∴acceleration = (v-u)/t

= (0-30)/2 = -15 m/s^2

Retardation is 15 m/s^2

(c) Mass of the car

As per newton’s second law of motion,

Force = mass x acceleration

→ Mass = Force/acceleration

→ = 1500/15

→ = 100kg

Given: t=2s, F=1500N, u=30m/s, v=0m/s,

acceleration = (v-u)/t

= (0-30)/2 = -15 m/s^2

The negative acceleration just indicates retardation.

Force = mass x acceleration

→ Mass = force/acceleration

→ = 1500/(15)

= 100kg

(a) To find change in momentum

Change in momentum = final velocity – initial velocity or Δp = m(v-u)

Δp = 100(0-30)

= 3000 kg m/s

(b) Retardation produced in car

We know that retardation is negative acceleration

∴acceleration = (v-u)/t

= (0-30)/2 = -15 m/s^2

Retardation is 15 m/s^2

(c) Mass of the car

As per newton’s second law of motion,

Force = mass x acceleration

→ Mass = Force/acceleration

→ = 1500/15

→ = 100kg

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