Answer:
(h−2)(23h^2 +24)
Step-by-step explanation:
23h
3
−46h
2
−48+24h
Do the grouping 23h
3
−46h
2
−48+24h=(23h
3
−46h
2
)+(−48+24h), and factor out 23h
2
in the first and 24 in the second group.
23h
2
(h−2)+24(h−2)
Factor out common term h−2 by using distributive property. Polynomial 23h
2
+24 is not factored since it does not have any rational roots.
(h−2)(23h
2
+24)
