How many terms are in the expression 3x^6yz+x^4y^2+2xz^5-6x^2y^3-7y

5

Step-by-step explanation:

The terms in an equation are separated by a plus or minus sign, so here, there are five terms:

3x^6yz

z^4y^2

2xz^5

6x^2y^3

7y

The correct answer is 5

Step-by-step explanation:

The given expression is given by,

3x^6yz + x^4y^2 + 2xz^5 - 6x^2y^3 - 7y

To find the number of terms

We have to split each terms,

1). 3x^6yz

2). x^4y^2

3). 2xz^5

4). 6x^2y^3

5). 7y

From above we get there are five terms in the given expression 3x^6yz + x^4y^2 + 2xz^5 - 6x^2y^3 - 7y.

Therefore the correct answer is 5