What Is a Perfect Square Trinomial and How Is It Factored?

Answer

A perfect square trinomial is mathematical equation, which helps to look for factors that are compatible enough to fit in the last term of an equation when they are multiplied. An example of a perfect trinomial is x² + 10x + 25. A perfect square trinomial is sometimes called a square of a binomial.
Q&A Related to "What Is a Perfect Square Trinomial and How Is..."
1. Calculate the square root of the first term of the perfect square trinomial 16x^2 - 24x + 9. The square root of 16x^2 equals 4x. 2. Calculate the square root of the last term of
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Consider this expression: x. 2.5x+6. And you know that it is a perfect square trinomial. Therefore, you also know that there will be two parenthetical expressions that, when multiplied
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it cant be factored.
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Example: 2(2x)(3) The square of 2x. The square of 3. 4X + 12X + 9 = (2X
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1. Calculate the square root of the first term of the perfect square trinomial 16x^2 - 24x + 9. The square root of 16x^2 equals 4x. 2. Calculate the square root ...
1. Calculate the square root of the first term of the perfect square trinomial 16x^2 - 24x + 9. The square root of 16x^2 equals 4x. 2. Calculate the square root ...
1. Calculate the square root of the first term of the perfect square trinomial 16x^2 - 24x + 9. The square root of 16x^2 equals 4x. 2. Calculate the square root ...
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