The square root of a negative number is known as an imaginary number. In this case, the square root of negative 37 would be represented as √(-37) = √37i, where "i" is the imaginary unit equal to the square root of -1. This means that the square root of negative 37 is the square root of 37 multiplied by the imaginary unit "i".
No.
TLDR: The solution is an irrational number number known as the square root of 37. This number is approximately equal to 6.0827625303. A method of arriving at the approximation: One way to arrive at this approximation is using Newton's method with the function x^2-37. To get a good first guess, consider that 37 is very close to a square number (36), whose square root is 6. So, you can use a first guess of 6 for Newton's method.
Buy a calculator with a square root button? Approximately 6.08276. Since the square root of 37 is an irrational number, its decimal representation neither terminates nor repeats. See http://en.wikipedia.org/wiki/Irrational_number.
Any number that is a multiple of 37 can be divided by 37 without leaving a remainder. In other words, any number that can be expressed as 37 multiplied by an integer (such as 37, 74, 111, etc.) is divisible by 37.
It is the square root of 37*37 = 1369
The square root of 37 is an irrational number.
The square root of 37 is an irrational number
The square root of a negative number is known as an imaginary number. In this case, the square root of negative 37 would be represented as √(-37) = √37i, where "i" is the imaginary unit equal to the square root of -1. This means that the square root of negative 37 is the square root of 37 multiplied by the imaginary unit "i".
No.
No
36*36 = 1296 and 37*37 = 1369 So sqrt(1300) lies between -37 and -36 or 36 and 37 So, the number before the square root of 1300 is either -37 or +36
It is an irrational number
the square root of 37
TLDR: The solution is an irrational number number known as the square root of 37. This number is approximately equal to 6.0827625303. A method of arriving at the approximation: One way to arrive at this approximation is using Newton's method with the function x^2-37. To get a good first guess, consider that 37 is very close to a square number (36), whose square root is 6. So, you can use a first guess of 6 for Newton's method.
The square root of 37.
the square root of 37