Question
Pipes βAβ and βBβ can fill a tank in 6 hours and
9 hours, respectively. If pipe βCβ is opened along with pipes βAβ and βBβ, then the tank gets filled in 9 hours. Find the time taken by pipe βCβ to empty (3/4)th part of the same tank.Solution
Let capacity of the tank = 18 litres (lcm of 6 and 9) Efficiency of pipe βAβ = (18/6) = 3 litres/hour Efficiency of pipe βBβ = (18/9) = 2 litres/hour Efficiency of all the three pipes together = (18/9) = 2 litres/hour Efficiency of pipe βCβ = 2 β (3 + 2) = (-3) litre/hour {Negative sign shows that pipe βCβ is an outlet pipe} Required time taken = {(3/4) Γ 18)}/3 = 4.5 hours
If all the digits of the number β58839746β are rearranged in ascending order within the number from right to left, then what will be the product of ...
If each vowel of the word EFFORT is changed to the previous letter of the English alphabets and each consonant is changed to the next letter of ...
How many pairs of letters are there in the word "PROSPECTUS" which has as many letters between them (both in forward and backward direction) in the wor...
How many pairs of digits are there in the number '68397562' which has as many digits between them in the number (both forward and backward) as in the nu...
If we arrange all the vowels of the word "VALUATION" in ascending order first and then all the consonants in ascending order as per English alphabetical...
Which of the following letters will be 6th letter from the left end if the letters at even positions are replaced by succeeding letter as per...
If in the number '526215743', 1 added to all the odd numbers, then what is the sum of the digits which are repeating more than two times in the new num...
If the digits in the number β 73962548β are arranged in such a way that all the odd numbers are arranged first in ascending order and then all the e...
If all the digits of the number '586843276249' are written in decreasing order from the right end, then what is the product of fourth and eighth digit ...
The position of how many alphabets will remain unchanged if each of the alphabets in the word ‘DEPRECIATE’ is arranged in alphabetical order...