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Two unequal pairs of numbers satisfy the following conditions: (i) The product of the two numbers in each pair is 2160 (ii) The HCF of the two numbers in each pair is 12. If x is the mean of the numbers in the first pair and y is the mean of the numbers in the second pair, then what is the mean of x and y?
a and b are two numbers such that their mean proportion is 6 and third proportion is 48. What is the value of a and b?
x and y are two numbers such that their mean proportion is 8 and third proportion is 512. What is the value of x and y?
x and y are two numbers such that their mean proportion is 9 and third proportion is 243. What is the value of x and y?
If “multiplication” of two numbers is denoted as “Summation” of two numbers, “Summation” of two numbers is denoted as “Division” of two numbers, “Division” of two numbers is denoted as “Subtraction” of two numbers, and then what is the value of 10 + 5?
Find two numbers such that their mean proportion is 8 and third proportion is 64.
Find two numbers such that their mean proportion is 16 and third proportion is 1024.
Find two numbers such that their mean proportion is 12 and third proportion is 768.
The mean proportion of the two numbers is 9 and the third proportion is 243. What will be the average of those numbers?
What will come in place of question mark ‘?’ in the following question? (128)0.14 × (128)0.02 = 128 ÷ 2?