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Find the greatest common factor of the terms below. 14x4 7x 7x2 7x3 14x 35x2 48xy3 Find the greatest common factor of the two terms. 8xy2 8x2y2 16xy 16xy2 16x2y2 Factor the polynomial by factoring out the GCF. 6x (x - 42 + 24y) 2x (3x - 21x + 8y) 6x (x -7 + 4y) 3x (2x -14 + 8y) 6x2 - 42x + 24xy A rectangle has an area of 56x2y units2. If the height of the rectangle is 7xy. What is the length of the rectangle. width = h = 7xy A = 56x2y length of s = A square has an area of 81y2 inches2. Find the length of one side of the square, then find the perimeter ofthe square. s A = 81y2 s perimeter = Which terms below could have a Greatest Common Factor of 5x2y check all that apply. 50x5y6 20y 10 xy2 5x3y 100x2y2 35x4y4 22x2y 15x 24x2t3 Find the greatest common factor of the terms below. GCF = write your answer with no spaces and use the symbol ^ to indicate exponents. example: 2x3+4 is written 2x^3+4 36x2t4 54x5t3 15xy5 Find the greatest common factor of the terms below. GCF = write your answer with no spaces and use the symbol ^ to indicate exponents. example: 2x3+4 is written 2x^3+4 45x3y3 21x2y4 48x4 Find the greatest common factor of the terms below. GCF = write your answer with no spaces and use the symbol ^ to indicate exponents. example: 2x3+4 is written 2x^3+4 32x2y2 64x3y2 Function f(x) is graphed at the right. What might be the factors of this function? x(x-0) x(x+2) (x-2)(x+2) x(x - 2) The function g(x) is graphed at the right. Which maybe the factors of g(x). x(x-1)(x-2) x(x+1)(x+2) x(x+1)(x-2) x(x-1)(x+2) |