1 of 8 0-day streak

Verify common-factor and square-difference products

Question 1 of 8

No calculator

Consider the expression \(2n^{2} + 4n\)

(a)1 mark

Select the fully factorised form of the polynomial shown

(2n)(n + 2)

(4n)(n + 2)

(-2n)(n + 3)

(2n)(n + 3)

(-2n)(n + 2)

(b)2 marks

Complete the missing exact entries in the target form

Use the factor order and signs of the correct product in part (a). Number its factors from left to right, including any outside numerical factor. Enter zero for a missing power

Entry	Value
Constant term in factor 1	\(?\)
Coefficient of \(n\) in factor 1	\(2\)
Constant term in factor 2	\(2\)
Coefficient of \(n\) in factor 2	\(?\)

Constant term in factor 1 Coefficient of \(n\) in factor 2