(6) (2 pts) Consider the following expression split into partial fractions: A Bx+C x+3 x +6...

 

 

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(6) (2 pts) Consider the following expression split into partial fractions: A Bx+C x+3 x² +6 4z - 5 (x+3)(x²+6) Fill in (or circle) the one that correctly equates the numerators of the above equati Do NOT solve for the coefficients. (a) ○ 4x5= A(x + 3) + (Bx+C)(x² +6) + (b) ○ 4x - 5 = A(x + 3)(x² +6) + (Bx+C)(x+3)(x² + 6) (c) O 4-5 A(x² +6) + (Br +C)(x+3) (d) ○ 4x - 5 = A(x² + 6) + (Bx + C)(x+3)² (e) ○ 4x5= A(x² + 6) + Bx(x+3) (6) (2 pts) Consider the following expression split into partial fractions: A Bx+C x+3 x² +6 4z - 5 (x+3)(x²+6) Fill in (or circle) the one that correctly equates the numerators of the above equati Do NOT solve for the coefficients. (a) ○ 4x5= A(x + 3) + (Bx+C)(x² +6) + (b) ○ 4x - 5 = A(x + 3)(x² +6) + (Bx+C)(x+3)(x² + 6) (c) O 4-5 A(x² +6) + (Br +C)(x+3) (d) ○ 4x - 5 = A(x² + 6) + (Bx + C)(x+3)² (e) ○ 4x5= A(x² + 6) + Bx(x+3)

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