A rock from space is travelling at high speed towards the Earth.
- (a)Complete the equation for the kinetic energy of an object travelling with a speed v and state what any other terms in the equation represent. kinetic energy = [1]
- (b)(i)The mass of the rock is 0.60 kg. When it hits the Earth, its average temperature increases by 25°C. The specific heat capacity of the rock is 560J/(kg°C). Calculate the increase in the internal energy of the rock. increase in internal energy = [2]
- (b)(ii)Use the answer from (b)(i) to determine the minimum possible speed of the rock when it hits the Earth. minimum speed = [2]
- (b)(iii)Suggest one reason why the speed determined in (b)(ii) is less than the actual speed of the rock when it hits the Earth.[1]
Mark scheme
Marking points from the official mark scheme (Oct/Nov 2018). The mark or mark type is shown in brackets.
- [B1] (kinetic energy =) ½mv² and m is the mass of the object
- [C1] (∆Q =) mc∆T or 0.60 × 560 × 25
- [A1] 8.4 x 10³ J
- [C1] v² = 2∆Q/ m or 8.4 × 10³ = ½ × 0.60 × v² or (v² =) 2.8 × 10⁴ (m²/s²)
- [A1] 167 m/s
- [B1] some internal / thermal energy lost (to ground / air) or work done to shatter rock
- [B1] or rock bounces or energy used to compress ground or rock melts
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