Given the following factored polynomial, p(x)=x(2-x)(x+2)5 Perform the Multiplicity Test by answering the following: The zero...

 

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Given the following factored polynomial, p(x)=x³(2-x)(x+2)5 Perform the Multiplicity Test by answering the following: The zero x= -2 has multiplicity A/ The zero x= 0 has multiplicity The zero x= 2 has multiplicity A/ Therefore the graph of p(x) will (choose cross/touch): A/ at x = -2 A at x = 0 A at x = 2 Question 2 (2 points) Given the following polynomial, p(x) = 3x5 (3x + 1)²(2-x)4 Perform the Leading Coefficient Test by answering the following: The leading term of p(x) is of the form axb, find the integer values for a and b and enter them below: a = A b = A/ Therefore the end behaviour of p(x) will be (type in up or down): A/ on the left A on the right Given the following factored polynomial, p(x)=x³(2-x)(x+2)5 Perform the Multiplicity Test by answering the following: The zero x= -2 has multiplicity A/ The zero x= 0 has multiplicity The zero x= 2 has multiplicity A/ Therefore the graph of p(x) will (choose cross/touch): A/ at x = -2 A at x = 0 A at x = 2 Given the following factored polynomial, p(x)=x³(2-x)(x+2)5 Perform the Multiplicity Test by answering the following: The zero x= -2 has multiplicity A/ The zero x= 0 has multiplicity The zero x= 2 has multiplicity A/ Therefore the graph of p(x) will (choose cross/touch): A/ at x = -2 A at x = 0 A at x = 2 Question 2 (2 points) Given the following polynomial, p(x) = 3x5 (3x + 1)²(2-x)4 Perform the Leading Coefficient Test by answering the following: The leading term of p(x) is of the form axb, find the integer values for a and b and enter them below: a = A b = A/ Therefore the end behaviour of p(x) will be (type in up or down): A/ on the left A on the right Question 2 (2 points) Given the following polynomial, p(x) = 3x5 (3x + 1)²(2-x)4 Perform the Leading Coefficient Test by answering the following: The leading term of p(x) is of the form axb, find the integer values for a and b and enter them below: a = A b = A/ Therefore the end behaviour of p(x) will be (type in up or down): A/ on the left A on the right