Expand and simplify the following polynomial expression. Enter only the coefficients in front of each term. Include a sign only if the coefficient is negative. (2x-5)(x+x-1)= A x3 + A x+ x+ Factor the left side using the method of Decomposition. From the set of provided options, select the correct coefficients for the factors. Identify your answer so that the first factor has the higher coefficient in front of the x term. 6x2+x-1=(ax+b)(cx+d) 1. -5 2. -4 3. -3 b = 4. -2 a = 5. -1 d = 6. 1 7. 2 C = 8. 3 9. 4 10. 5 Factor the following expression using the Difference of Squares pattern. Enter only the coefficients of the factors. Include the sign only if the coefficient is negative. 16x-25= ( x+ ) * ( A X- Factor the following expression using the method of grouping. Enter only the coefficients of the factors. Include the sign only if the coefficient is negative. 6xy+2x-3y-1 = ( ) A x+ A )*( A y+ Factor the following expression using the Sum/Difference of Cubes pattern. Enter only the coefficients of the factors. Include a sign only if the coefficient is negative. 3 8x-1= ( x+ > * ( x+ A )