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What else can I help you with?
Can you make any square number out of only two prime numbers?
I might be reading this incorrectly, but it seems to me that I can take two prime numbers, 3 and 3, and make the square number nine out of them. This is also true of all the other prime numbers.
Positive numbers have two square roots a principal square root and its?
And its negative counterpart.
What is the set of numbers that satisfy the condition of The greatest common factor of two numbers is a square number?
The GCF of 8 and 12 is 4, a square number.
Would the least common multiple of two squared numbers be another square number?
Another square number.
What is product of 2 numbers is a multiple of each of those numbers?
The product of two numbers that are the same is called a square. Examples: 2 * 2 = 22 = 4 9 * 9 = 92 = 81
Which two square numbers subtracted make 35?
They are: 36-1 = 35
What two square numbers when subtracted make 5?
The two square numbers that, when subtracted, equal 5 are 9 and 4. Specifically, (3^2 = 9) and (2^2 = 4), and when you subtract them, (9 - 4 = 5).
What two square numbers when subtracted make 33?
289 - 256 = 33
What two square numbers when subtracted make 40?
7 squared and 3 squared. 49 - 9 = 40
What are the two square numbers when subtracted gives 7?
They are 16 and 9
What two square numbers subtracted add up to 9?
5 and 4
When two numbers are subtracted what is the answer called?
the " difference ".
When you subtract one square number from another is seven what are the two square numbers?
The two square numbers that, when one is subtracted from the other, equal seven are 16 and 9. This is because (4^2 - 3^2 = 16 - 9 = 7). Thus, the square numbers are 16 (from (4^2)) and 9 (from (3^2)).
The result when two numbers are subtracted?
the difference
If a number is subtracted from the square the result is 2?
The number is two
What are the 2 square numbers that when subtracted make 35?
-33
When 2 square numbers are subtracted the answer is 21 what are the 2 square numbers?
Let the two square numbers be ( a^2 ) and ( b^2 ), where ( a^2 - b^2 = 21 ). This can be factored as ( (a-b)(a+b) = 21 ). The pairs of factors of 21 are (1, 21) and (3, 7). Solving these gives the pairs ( (11, 10) ) or ( (5, 4) ), leading to the square numbers ( 121 ) and ( 100 ) or ( 25 ) and ( 16 ). Thus, the two square numbers can be ( 121 ) and ( 100 ) or ( 25 ) and ( 16 ).
