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This is a hyperbola. It is best approached using Fermat's factorisation method. See

or Google wikepedia. I don't know of any faster approach.

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Q: If you have n plus 12 bracketed squared equals 161 plus M squared where n and m are integers and eg n equals 3 m equals 8 is there a method other than direct factorization to solve for n and m?

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If x and y have a direct square relationship it means that the term x is proportional to a constant multiplied by y squared x=ky^2 or to simplify x is proportional to y squared.

A rational number is a continuous quantity that is a quotient of two integers in which the second integer is a natural number. Rational numbers include the integers as well as non-integers such as fractions and decimals. Rational numbers are the direct result of the arithmetical operation of division.

one quantity varies directly as the square of the other quantity. in symbols, y = kx squared

It's when one variable is related to another variable squared. It forms a upward curving graph.

No, because the measure of Kinetic energy is 1/2*mass*velocity(squared).

That mass and energy are interchangeable substances. Energy = mass * speed of light squared Mass = energy/speed of light squared A direct mathematical relationship with the speed of light as a constant.

64.5834625 ft² Direct Conversion Formula 6 m²*1 ft² 0.09290304 m²=64.5834625 ft²

Yes, the word 'brackets' is both a noun (bracket, brackets) and a verb (bracket, brackets, bracketing, bracketed).Examples:The brackets holding the shelf are loose. (noun)The author brackets the words that are not a part of the direct quote. (verb)I use brackets at the end of the sentence to designate the part of speech. (noun)

A fraction is a number that can be broken down into parts and is a continuous quantity. Fractions are the direct result of the arithmetical operation of division expressed as the quotient of two integers and is a subset of the rational numbers.

Unfortunately there is no formula to factor any number into its respective primes.However for given any number xIts prime factorization would be represented by:x = p1ap2bp3c .... p(n-1)A PnBforp1 = 1p2 = 2p3 = 3p4 = 5p5 = 7...p(n-1) = Second largest prime factor of xpn = Largest prime factor of xwhere a, b, c, and A and B are the degrees of each specific prime.In practice the prime factorization is done by direct search factorization a.k.a trial and error.There are several algorithms designed to assist mathematicians with this process.

Unfortunately there is no formula to factor any number into its respective primes.However for given any number xIts prime factorization would be represented by:x = p1ap2bp3c .... p(n-1)A PnBforp1 = 1p2 = 2p3 = 3p4 = 5p5 = 7...p(n-1) = Second largest prime factor of xpn = Largest prime factor of xwhere a, b, c, and A and B are the degrees of each specific prime.In practice the prime factorization is done by direct search factorization a.k.a trial and error.There are several algorithms designed to assist mathematicians with this process.

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