Answer:
Standard form:

Degree:

Leading term:

Explanation:
Standard form:
⭐ Standard form is a way you can order the terms of an equation so that the exponents of each term decrease in number when reading the equation from left to right.
- Find the term in the given equation with the largest exponent and put that term first. The terms with exponents are
and
(remember that a single variable has an exponent of 1). 3 is greater than 2 and 1, so
will be the first term. - Find the term with the next largest exponent and put that term after the new first term, and repeat.
- Remember that constants (terms without a variable) will always be the last term in your new, rewritten equation.
Degree:
⭐ The degree of an equation is the highest exponent of the equation. You should always write equations in standard form in order to find the degree.
- The highest exponent in this equation is 3. Therefore, the degree of this equation in 3.
Leading term:
⭐ The leading term is the term that has the highest exponent. In standard form, it is the first term in the equation.
- The highest exponent in this equation is 3, and the term with an exponent of 3 is
. Therefore, the leading term of this equation is
