Practice Questions on Squaring a Trinomial
Various practice questions on squaring a trinomial are,
Q1. The area of a square field is given by the trinomial x2+6x+9. Determine the side length of the square field.
Q2. If p2-5p+4 represents the square of a binomial, find the possible values of p.
Q3. The volume of a cube is represented by the trinomial 4x2-12x+9. Determine the length of each side of the cube.
Q4. Find the square of the trinomial 2y2+7y-3.
Q5. The area of a rectangular room is given by the trinomial 3x2+8x-5. If the length of the room is 3x+5 meters, find the width of the room.
Squaring a Trinomial
Squaring a trinomial involves multiplying a trinomial by itself. A trinomial is an algebraic expression with three terms, typically of the form a+b+c where a, b, and c represent constants or variables.
It requires multiplying the trinomial by itself using the distributive property and then simplifying the expression by combining like terms. This process is fundamental in algebra and provides an expanded form of the trinomial.
Let’s know more Trinomial Definition, How to Square Trinomial, and Different Methods of Squaring a Trinomial with some solved examples to understand better.