Which four letter word, when placed in the brackets, will complete a word on the left and start another word on the right?
RAM (****) RIDGE
A brother wants to use his brother's desktop computer. When he opens it, he finds out that it is password protected. Now, he clicks on the hint and the following appears in front of him:
1 Jug 2 Birthdays 3 Fights 4 Cars 2 Laptops 1 Watch
He is left confused entirely. He has no clue. Can you help him with the password?
What number is it that, when multiplied by 18,27,36,45,54,63,72,81, or 99, gives a product in which the first and last figures are the same as those in the multiplier, but which when multiplied by 90 gives a product in which the last two figures are the same as those in the multiplier?
Find three magic number such that ?
Product of three numbers is prime.
1st number - 3rd number = 1st number + 2nd number
The digits 0-9(0,1,2,3,4,5,6,7,8,9) can be rearranged into 3628800 distinct 10 digits numbers.
How many of these numbers are prime ?
You have to place all the digits from 1 to 9 without repeating any number in a tic tac toe board. The condition is that the numbers should add up to 15 whether you add the numbers in each row, column or diagonally.
Can you do it?
Robin Clinton asked the junior members of his household at the breakfast table to write down five odd figures so that they will add up and make fourteen. Only one of them did it.
Which four letter word, when placed in the brackets, will complete a word on the left and start another word on the right?
RAM (****) RIDGE
A brother wants to use his brother's desktop computer. When he opens it, he finds out that it is password protected. Now, he clicks on the hint and the following appears in front of him:
1 Jug 2 Birthdays 3 Fights 4 Cars 2 Laptops 1 Watch
He is left confused entirely. He has no clue. Can you help him with the password?
What number is it that, when multiplied by 18,27,36,45,54,63,72,81, or 99, gives a product in which the first and last figures are the same as those in the multiplier, but which when multiplied by 90 gives a product in which the last two figures are the same as those in the multiplier?
Find three magic number such that ?
Product of three numbers is prime.
1st number - 3rd number = 1st number + 2nd number
The digits 0-9(0,1,2,3,4,5,6,7,8,9) can be rearranged into 3628800 distinct 10 digits numbers.
How many of these numbers are prime ?
You have to place all the digits from 1 to 9 without repeating any number in a tic tac toe board. The condition is that the numbers should add up to 15 whether you add the numbers in each row, column or diagonally.
Can you do it?
Robin Clinton asked the junior members of his household at the breakfast table to write down five odd figures so that they will add up and make fourteen. Only one of them did it.
Which four letter word, when placed in the brackets, will complete a word on the left and start another word on the right?
RAM (****) RIDGE
A brother wants to use his brother's desktop computer. When he opens it, he finds out that it is password protected. Now, he clicks on the hint and the following appears in front of him:
1 Jug 2 Birthdays 3 Fights 4 Cars 2 Laptops 1 Watch
He is left confused entirely. He has no clue. Can you help him with the password?
What number is it that, when multiplied by 18,27,36,45,54,63,72,81, or 99, gives a product in which the first and last figures are the same as those in the multiplier, but which when multiplied by 90 gives a product in which the last two figures are the same as those in the multiplier?
Find three magic number such that ?
Product of three numbers is prime.
1st number - 3rd number = 1st number + 2nd number
The digits 0-9(0,1,2,3,4,5,6,7,8,9) can be rearranged into 3628800 distinct 10 digits numbers.
How many of these numbers are prime ?
You have to place all the digits from 1 to 9 without repeating any number in a tic tac toe board. The condition is that the numbers should add up to 15 whether you add the numbers in each row, column or diagonally.
Can you do it?
Robin Clinton asked the junior members of his household at the breakfast table to write down five odd figures so that they will add up and make fourteen. Only one of them did it.