Identifying Parts of Quadratic Expressions

What is the maximum degree of a quadratic function in standard form?

Place each term in the correct category for a Quadratic Expression

Quadratic Expression and Polynomial mean the same thing

Look at the quadratic expression $$5x+9-2x^2$$

What is the coorect standard form ?

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Look at the expression $$10a-7-8a⁵-12a^2$$ when written in standard form.

There are ​ (a)   terms. The degree of the expression is ​ (b)   . The Leading Coefficient is (c)   .

Look at the expression $$6x^2+5+6x-4-2x+x^2$$ . Identify the following terms:

5 and -4 represent the ​ (a)   . 6x and -2x represent the​ (b)  

6x² and x² represent the ​ (c)   .

For the simplified polynomial $$7x^2+8x+1$$ Identify the following.

The quadratic expression has ​ (a)   terms. The degree of the polynomial is ​ (b)   which gives the shape of a ​ (c)   and the leading coefficient is ​ (d)  

Which statement describes the term $$x^4$$ ?

For the expression $$x-1-x-x⁴$$ Which term would come first to write in standard form?