The expression: is a PERFECT SQUARE TRINOMIAL meaning that, the 1st and 2nd term are both perfects squares.
Take the Square Root of the 1st and second term,
= 3, 2
Now, make 2 binomials, with the numbers of 3 and 2, with a variable of "x" on the first term, which is "3"
(3x + 2)(3x + 2) are the expressions that represents the length of each side
To verify whether it is actually correct, use FOIL Method:
So in conclusion, (3x+2)(3x+2) is correct.
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The expression:
is a PERFECT SQUARE TRINOMIAL meaning that, the 1st and 2nd term are both perfects squares.
Take the Square Root of the 1st and second term,
= 3, 2
Now, make 2 binomials, with the numbers of 3 and 2, with a variable of "x" on the first term, which is "3"
(3x + 2)(3x + 2) are the expressions that represents the length of each side
To verify whether it is actually correct, use FOIL Method:
So in conclusion, (3x+2)(3x+2) is correct.