6
6+(3*62) = 114
There are a lot of possibilities. The seventh square number is 49. 5 times 5 times any other prime number will be greater than 49. 5 times any pair of prime numbers seven or greater will also satisfy the conditions.
Prime numbers have two factors. Prime squares have three factors. Square numbers have an odd number of factors but that number varies.
yes the titanic is the same size as three football-pitches
A square number
Type your answer here... Abishek the same man who invented the rhombus
A number that is equal to the product of an integer and that same integer. For example, 9 is a perfect square because 9 = 3 x 3.
4 sqrt(3) is. 8 of anything, minus 4 of the same thing, always leaves 4 of them.
No. They are different. A square mile is two dimensional and a cubic mile is three dimensional. A square mile is length times width, and a cubic mile is length times width times height.
The number will be the original number multiplied by itself three times. The unit of measure (square feet) will remain the same.
Search for the proof for the irrationality of the square root of 2. The same reasoning applies to any positive integer that is not a perfect square. In summary, the square root of any positive integer is either a whole number, or - as in this case - it is irrational.
Square - multiply same number two times Cube - multiply same number three times 7 X 7 X 7 = 343 !!!
One more than the square of x
No. One yard is three feet. One square yard is three feet on each of 4 sides. One square foot is a foot on each of four sides. One square yards has 3 times the area of one square foot.
6
By the fact that a 'SQUARE' has two sides the same length!!!!!
The square root of a positive integer can ONLY be:* Either an integer, * Or an irrational number. (The proof of this is basically the same as the proof, in high school algebra books, that the square root of 2 is irrational.) Since in this case 32 is not the square of an integer, it therefore follows that its square root is an irrational number.
Yes. The square root of a positive integer can ONLY be either:* An integer (in this case, it isn't), OR * An irrational number. The proof is basically the same as the proof used in high school algebra, to prove that the square root of 2 is irrational.