Factorization

Related BrainMass Solutions

• Complex Variables Factorization Functions

  Hence the four root of the equation are: From this information, write out a complete factorization of z^4 + 4. The complete factorization is: (z-1-i)(z-1+i)(z+1-i)(z+1+i) The expert examines complex variables for factorization functions.

• Prime Number Factorization

  99688 Prime Number Factorization Prime number factorization Express 45 as a product of prime numbers 45 = 5 * 9 = 5 * 3 *3 Prime Number Factorization is investigated.

• A Discussion On Prime Factorization

  23000 A Discussion On Prime Factorization Find two numbers that have a product of 81 and also have a sum of 30 (use prime factorization for the product) Please see attachment for the formatted question.

• If R is a unique factorization domain and if a and b in R are relatively prime (i.e.,(a,b) = 1), whenever a divides bc, then a divides c. That is, if R is a unique factorization domain and if a and b in R are relatively prime (i.e., (a,b) = 1), whenever a divides bc then a divides c.

  132134 If R is a unique factorization domain and if a and b in R are relatively prime (i.e.,(a,b) = 1), whenever a divides bc, then a divides c.

• Solving quadratic equation using factorization method

  Quadratic equations using factorization methods are examined.

• QR factorization

  QR factorization is clearly articulated.

• factorization of algebraic expressions

  420626 Factorization of Algebraic Expressions Provide a tutorial on the factorization of algebraic expressions including: * Highest common factor * difference of two squares * sum or difference of two cubes * quadratic equations * four term grouping

• Determining Number of Consecutive Zeros

  Thus the total number of factors of 5 in the prime factorization of 50! is 10 + 2 = 12. The number of factors of 2 in the prime factorization of 50!

• LU factorisation

  523324 LU factorization Form an LU factorization of the following symmetric matrix to show that it is not positive definite. 4 1 -1 2 1 3 -2 -1 -1 -2 1 6 2 -1 6 1 Using a little ingenuity we can find a non-zero vector such as x^T = ( 0 1 1

• Solution of Quadratic equation by factorization

  181996 Solution of Quadratic equation by factorization Step by step solution of the following equation by Factorization x^2 - 9x = -8 Solution: We can write it as x^2 - 9x + 8 = 0 find two factors of 8 whose sum is -9 factors are -8, -1.