Consider the quadratic $x^2+11x+24$x2+11x+24, and fill in the blanks:
To factorise this quadratic, we need to find two numbers whose product is $\editable{}$ and whose sum is $\editable{}$.
What values of $m$m and $n$n make both sides equal?
$y^2+my+60=\left(y+10\right)\left(y+n\right)$y2+my+60=(y+10)(y+n)
Factorise the expression $x^2+6x+5$x2+6x+5.