How do you factor #6k ^ { 2} = 34+ 5#k?
2 Answers
Explanation:
To solve this question, we can put all things to one side.
And we can use cross method to factorize the L.H.S. .
then, we get
Here is the answer. Hope this can help you :)
(k + 2)(6k - 17)
Explanation:
Use the new AC Method to factor trinomials (Socratic Search).
Converted trinomial:
Proceed: find p' and q', then, divide them by a = 6 to get p and q.
Compose factor pairs of (ac = - 204) --> ...(6, - 34)(12, - 17). This last sum is -5. Therefor, p' = 12 and q' = - 17
Back to f(k),
Factored form: