Problem: 10x^67+120x^66+x^62+12x^61
Step 1: factor out greatest common factor
X^61( 10x^6+120x^5+x+12)
Step 2: group into two groups
X^61((10x^6+120x^5)+(x+12))
Step 3: factor out greatest common factor for each group
X^61(10x^5(x+12)+1(x+12))
Step 4: factor out greatest quantity for your final answer
X^61((10x^5+1)(x+12))
2.) ___
Problem: /x-9
Step 1: set the linear under the rational greater than or equal to zero
X-9> 0
Step 2: add or subtract ( in this case add) your b value
X-9> 0
+9 +9
Step 3: there is your final answer of x> b
x>9
3.)
Problem: 25x^2+125x-3x^2-15
Step 1: group into two groups
(25x^2+125x)-(3x^2-15)
Step 2: switch the sign in the second grouping
(25x^2+125x)-(3x^2+15)
Step 3: factor out greatest common factor out of each group
25x(x+5)-3x(x+5)
Step 4: factor out greatest quantity out for your final answer
(25x-3x)(x+5)
4.)
Solution: (123x^4-3x)(x-9)
Step 1: fator in greatest quantity to each factor
123x^4(x-9)-3x(x-9)
Step 2: distribute
(123x^5-1107x)-(3x^2-27x)
Step 3: switch the sign in the second grouping
(123x^5-1107x)-(3x^2+27x)
Step 4: ungroup to get your problem
123x^5-1107x-3x^2+27x
No comments:
Post a Comment
Note: Only a member of this blog may post a comment.