Find three number such that?
Answer is: 1, -1, -3
Multiplication is 3 which is prime number. Difference between 1 & -1 is 2 Difference between -1 & -3 is 2
....The numbers DO NOT EXIST.... There are NO three numbers which when multiplied give a prime number. coz, A prime number is a number which is divisible by one and itself, so if you get "this number" means it can be divisible by 1 and the other number.....contrary to its definition...
What about 2, 1 and -1. Multiplication is a prime number but not sure my answer is correct or not...
1,2,1 or 1,3,1 1, ( pprime number), 1
The answer may be 211... Difference between 2 and 1 is 1
Can you think of three numbers that gives a prime number as their product and also the difference between the second and first is equal to the difference between third and second?
Can you find a number such that if we multiply that number by 1 or 2 or 3 or 4 or 5 or 6, then the resultant number contains same all digits (of course in a different place)
Draw five squares joined in the shape of a plus. Place distinct digits (other than 0 or 1) so that the three numbers in the vertical line multiply together to give the same answer as the three numbers in the horizontal line multiplied together?
Difference between squares of two numbers is 8. Twice the square of first number by square of second number is 19. What are the numbers?