300 is divided into two parts such that thrice of the first part and twice of the second part are in ratio 21:16, respectively. Find the difference between the two parts.
Let the first part be ‘a’ So, second part = ‘300 – a’ ATQ; [3a/{2 × (300 – a)}] = (21/16) Or, 8a = 7 × (300 – a) Or, 15a = 2100 Or, a = 140 So, first part = 140 And, second part = 300 – a = 160 Required difference = 160 – 140 = 20
LCM of two numbers is 64 times of their HCF. Sum of the HCF and LCM is 975. If the first number is 960. Find the other number?
Find the greatest number of 4 digits divisible by 15, 25, 40 and 75.
Sum of the two numbers is 42. LCM and HCF of that two number is 72 and 6 respectively. Find the sum of reciprocals of the numbers?
From a point on circular track 20 km long P, Q and R started running in the same direction at the same time with speed of 4 km per hour, 2 km per hour, ...
What are the Highest Common Factor and Lowest Common Multiple of 6, 72, 120?
The ratio of two number is 6 : 5 and their HCF is 15. So find and their LCM?
The product of two numbers is 504 and their HCF is 6. Total number of such pairs of numbers is?
The HCF of two numbers 110 and 1980 is:
The HCF and LCM of the two numbers are 225 and 306 respectively. When the first number is divided by 3, the quotient is 15. The other number is.
LCM of two numbers is 10 times their HCF. The product of the numbers is 18000. What will be the maximum possible difference between the numbers?
