Math and Statistics Quiz

What is the distance between home and office for person P?

What is the speed of person Q's vehicle?

What is the average distance between home and office for persons P, Q and R?

What is the speed of person T?

What is the total distance person T travels to reach the office and return home?

What is the base fare for Person T's private cab ride home?

What are the total marks obtained by N in the first test?

What is the percentage of marks obtained by M in the second test?

What is the average marks obtained by Q in section A, B and C in the first test, if he attempted 5 wrong questions in section A, 2 wrong questions in section B and 4 wrong questions in section C?

If P attempts 2 incorrect answers in section X and 3 incorrect answers in section Y, what is the total score obtained by P in the second test?

What is the ratio of the marks obtained by P to the total marks obtained by Q in the second test?

The number of incorrect answers attempted by O, P and Q in section X, assuming that they all get 0.7 times their total number of questions correct in section X, is?

What is the average marks obtained by M, N and O in sections X and Y together?

What is the efficiency of a unit working at Level 2 in Maximum mode?

What is the overall capacity of Stage II?

At Level 3 in Normal mode, what is the calculated efficiency?

What ratio represents the relationship between total capacity of 500 MW units and total capacity of 250 MW units in Stage I?

What is the total number of 200 MW units across all stages?

How many days did Suman work on the project?

What is the relationship between male passengers in the bus on Thursday and Friday?

What is the total number of female passengers in the bus on Thursday in relation to male passengers?

What is the average number of female passengers in the bus over the five days?

What is the total number of male passengers in the bus on Tuesday compared to Thursday?

Which day had the least number of male passengers according to the data provided?

What is the fraction of days Ankita worked compared to Suman?

What is the ratio of distances travelled by boats Q and S in the upstream?

If the time taken 'a' for boat Q is 1.8 hours more than time 'b' for boat S, which of the following options correctly represents the relationship between 'a' and 'b'?

In how many hours is boat S expected to travel downstream if the total time is represented by (a + b)?

If boat P travels upstream and returns in 3.52 hours, what is the time difference when the speed changes?

What is the ratio of total bottles sold at 50% profit in 2011 to total bottles sold at 20% profit in 2014?

What percentage change in speed must boat P achieve to reduce its travel time by 43.2 minutes?

If the distance travelled upstream and downstream by all boats is the same, which value reflects the consequent time taken by them?

If the total unsold bottles in 2011 are given as 70 more than those in 2014, what can be inferred about the unsold bottles in 2014?

What is the relationship between total items sold at 50% profit in 2011 compared to total items sold at 20% profit in 2014?

Which of the following distances would be impossible for boat P to achieve based on speed and time constraints?

Considering the efficiencies of the boats, which option indicates a plausible speed disadvantage for one boat when compared to others?

What does the information in III suggest about unsold bottles?

Based on the given ratios and conditions, how can we combine quantities to determine total unsold bottles?

What conclusion can be drawn regarding the unsold bottles of the different years?

What percentage increase in bottles sold at 50% profit is indicated from 2011 to 2014?

Which statement accurately describes the information given in relation to total bottles?