Weekly Checkpoint #22 (Zeroes/Roots)
Given the equation3x2β22x + 34 = β1
Which type of factor...
Mathematics, 29.03.2021 23:10 AK4700
Weekly Checkpoint #22 (Zeroes/Roots)
Given the equation3x2β22x + 34 = β1
Which type of factoring would you use to solve this polynomial for its roots?
Question 1 options:
Quadratic Trinomial a β 1
Grouping
Difference of Squares
Quadratic Trinomial a = 1
Find the Roots of the following polynomial.
x3β5x2+6x = 0
SHOW ALL WORK FOR ANY Credit.
Answers: 1
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