In the given figure, two cars coming from town $P$ are travelling at a speed of $65 k m h^{- 1}$ . When they reach the crossroad, one of the cars turns towards town $Q$ whereas the other continues forward towards town $R$ . Both continue to move with the same speed of $65 k m h^{- 1}$ .
Which of the following options is correct for given statements?
(i) Both cars have the same velocities even if the car turns towards town $Q$ .
(ii) Two bodies have same velocities if they are moving with same speed in different directions.

Both (i) and (ii) are correct and (ii) is the correct explanation of (i)

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Both (I) and (ii) are correct but (ii) is not the correct explanation of (i)

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Only (i) is correct

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Neither (i) nor (ii) is correct

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Solution

The correct option is D Neither (i) nor (ii) is correct
Both cars have same speed but not same velocities as they are moving in different directions. If two bodies have same velocity then they have same speed in the same direction.

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The correct option is D Neither (i) nor (ii) is correctBoth cars have same speed but not same velocities as they are moving in different directions. If two bodies have same velocity then they have same speed in the same direction.

The correct option is D Neither (i) nor (ii) is correct
Both cars have same speed but not same velocities as they are moving in different directions. If two bodies have same velocity then they have same speed in the same direction.