If we add $7xy+5yz–3zx$   $4yz+9zx–4y$  and

 and  $–3xz+5x–2xy$  then the answer is:

If we multiply  $5x$   and  $\left(-4xyz\right)$   then we get:

The volume of a rectangle with length, breadth and height as  $5x,\ 3x^2\ and\ 7x^4$  respectively is:

It is a term whose value never changes.

It is the number factor in an algebraic term.

It is the variable factor of an algebraic term.

Any combination of one or more constants and variables along with at least one mathematical operation.

It is a constant or a variable or constants and variables multiplied together.

 $25x^5y+27x^3y^2-29xy+15$  

How many terms are there in the given algebraic expression?

Find the complete factored form of 4x³ + 2x² – 6x.

Which of the following expressions is NOT a rational algebraic expression?

Which of the following expressions could be considered as rational algebraic expression?

Perform the indicated operation:

(2x² + 2) - (3x² + 2)

 $\frac{6a^3b^2c^{4\ }-\ 8a^2b^2c}{2a^2bc}$  

Solve using long division $\left(2x^2+6x-20\right)\div\left(2x-4\right)$  

Use synthetic division.