First statement is not sufficient to answer the question because the speed of the second half of the distance is not given here but statement II can answer as
information to calculate average speed = distance/time
is given in the statement.
Mathematical Aptitude MCQ - Averages
Time taken by B to reach destination = 350/50 =
7 hours
If A has a head start of 1 hour then the distance travelled by A when B reaches the destination
= 40 × (7 + 1) = 320 km
Hence, A has to still travel 30 km while B has reached the destination.
If A has a head start of 1 hour then the distance travelled by A when B reaches the destination
= 40 × (7 + 1) = 320 km
Hence, A has to still travel 30 km while B has reached the destination.
Distance travelled in 2 hours = 35 × 2 = 70 km
Distance travelled in next 3 1/2 hours = 60 × 3.5 = 210 km
Distance travelled in next 2 1/2 hours = 70 × 2.5 = 175 km
Total distance = 70 + 210 + 175 = 455 km
Average speed = Total distance/Total time taken = (70 + 210 + 175)/(2 + 3.5 + 2.5) = 455/8 = 56.87 kmph
Distance travelled in next 3 1/2 hours = 60 × 3.5 = 210 km
Distance travelled in next 2 1/2 hours = 70 × 2.5 = 175 km
Total distance = 70 + 210 + 175 = 455 km
Average speed = Total distance/Total time taken = (70 + 210 + 175)/(2 + 3.5 + 2.5) = 455/8 = 56.87 kmph
The present total age of husband and wife = 2 ×
(22 + 5) = 54 years
Total age of family (including child) = 54 + 3 = 57 years
Average age of family = 57/3 = 19 years
Total age of family (including child) = 54 + 3 = 57 years
Average age of family = 57/3 = 19 years
Monthly saving = 3600/12 = Rs 300
Hence, monthly expenditure = income − saving = 1400 – 300 = Rs 1100
Hence, monthly expenditure = income − saving = 1400 – 300 = Rs 1100

