Factorizing Trinomials in the form: x² + bx + c 3.1 x² + bx + c Find two integers, r and s, whose product is c and whose sum is b to rewrite the trinomial as: x² + rx + sx + c Factorizing x² + 5x + 6 3.1.1 What is the value of b and c in the trinomial? b = C = ACTIVITY 3 3.1.2 Use the table below to determine the two integers, r and s. Factors of 6 1 and 6 -1 and and 3 2 and 3 6 Product of the two Sum of the two factors factors 1+6=7 1+-=-7 2+3=5 --21-3=-5 1x6-6 -1X-6=6 2x3 = 6 -2x-3-6 product Result 6 but sur Which two integers will correctly provide the values of b and c in the express x2 + 5x + 6? 1.3 Rewite x² + 5x + 6 as an equivalent expression in the form x² + -4 Use the knowledge obtained from activity 2 on grouping and the dis to factorize the expression.
