Question

If the speed of particle A is twice that of particle B. the distance particle B travels in given interval of time as compared to particle A is: Half as far as far В.​

Answer 1

Complete Question:

If the speed of particle A is twice that of particle B. the distance particle B travels in given interval of time as compared to particle A is:

• Half as far as far В
• Same as that of B
• Twice as that of B
• Four times as that of B

Calculation:

First of all, let's define speed :

• Speed refers to the distance travelled by an object in a specified time period.

• Let speed of object B be 'u' . Hence, speed of object 'A' will be '2u'.

Now, speed of B as 'u' means :

• B travels 'u' distance in unit time

Similarly , speed of A as 2u means:

• A travels '2u' distance in unit time.

Hence, A will travel twice as that of B (Option c)