QuestionFactorise fully $16 - 120k + 225k^{2}$.

Studdy Solution
Since the terms in parentheses are the same, we can factor them out to get the final factorised form of the expression.
$$(15k -2)(15k -4)$$Hence, the factorised form of $16-120 k+225 k^{2}$ is $(15k -2)(15k -4)$.