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1 vote
. identify the binomial
a. x2
b. x2 - 4x 2
c. x2 - 4
d. 2x2 3x - 1 y

User Mangs
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2 Answers

2 votes

The binomial in an algebraic expression refers to the part that consists of two terms connected by an addition or subtraction operation. Let's analyze the options given:

a. x2: This is a monomial, not a binomial, because it only has one term.

b. x2 - 4x 2: This is not a properly formatted expression, as there seems to be a typo in the term "4x 2". It should be written as "4x^2". Without the correct formatting, it is difficult to determine if it is a binomial or not.

c. x2 - 4: This is a binomial because it consists of two terms, x^2 and -4, connected by a subtraction operation.

d. 2x2 3x - 1 y: This expression is not properly formatted, as it lacks appropriate operators to separate the terms. Without the correct formatting, it is difficult to determine if it is a binomial or not.

Based on the given options, the only correct answer is:

c. x2 - 4

It is a binomial because it consists of two terms, x^2 and -4, connected by a subtraction operation.

Hope this helps all you Penn Foster guys out there!

User Rohit Nigam
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7.0k points
3 votes
binomial has 2 terms when simplified

a. x^2, only 1 term
b. x2-4x^2=-3x^2, 1 term
c. x^2-4 , 2 terms, binomial
d. 2x^2+3x-1y, 3 terms, trinomial

answer si C
User Roy Milder
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7.0k points