Question : Reema runs $\frac{5}{4}$ times as fast as Rekha. In view of this Reema allows Rekha a lead of 50 metres to Rekha in a friendly race competition. What is the distance from the starting point where both Reema and Rekha meet?
Option 1: 250 m
Option 2: 225 m
Option 3: 200 m
Option 4: 240 m
Correct Answer: 250 m
Solution : Reema runs $\frac{5}{4}$ times as fast as Rekha Rekha gives a lead of 50 m to Reema Let's assume Reema runs 5 metres for every 4 metres Rekha runs. Rekha has a lead of 1 m than Reema. According to the question, Rekha gives a lead of 50 m to Reema Then Reema will have this lead by covering 50 × 5 = 250 m They will meet at a point 250 m from the starting point. Hence, the correct answer is 250 m.
Application | Eligibility | Selection Process | Result | Cutoff | Admit Card | Preparation Tips
Question : Geeta runs $\frac{5}{2}$ times as fast as Babita. In a race, if Geeta gives a lead of 40 m to Babita, find the distance from the starting point where both of them will meet (correct up to two decimal places).
Option 1: 66.67 m
Option 2: 65 m
Option 3: 65.33 m
Option 4: 66 m
Question : A can run 250 m in 25 sec and B in 30 sec. How many metres start can A give to B in a 1 km race so that the race may end in a dead heat?
Option 1: 169.53 m
Option 2: 173.82 m
Option 3: 166.67 m
Option 4: 186.34 m
Question : Directions: A bus starts from point A and runs 20 km towards the south, then turns to its right and runs 25 km. It then turns right again and runs 20 km. Afterwards, it runs 5 km in the east direction and reaches point D. How far is the bus from the starting point?
Option 1: 35 km
Option 2: 20 km
Option 3: 25 km
Option 4: 30 km
Question : An inspector is 288 metres behind a thief. The inspector runs 42 metres and the thief runs 30 metres in a minute. In how much time will the inspector catch the thief?
Option 1: 24 minutes
Option 2: 19 minutes
Option 3: 21 minutes
Option 4: 20 minutes
Question : If $\frac{A}{L}+\frac{M}{B}=1$ and $\frac{B}{M}+\frac{N}{C}=1$, then the value of $\frac{L}{A}+\frac{C}{N}$ is:
Option 1: $\frac{B}{M}$
Option 2: 0
Option 3: 1
Option 4: $\frac{M}{B}$
Regular exam updates, QnA, Predictors, College Applications & E-books now on your Mobile