Complete the table by the use of indicated operations.MonomialsAddSubtractMultiplyDivide6x, 3x6x+3x=9x6x−3x=3x6x⋅3x=18x26x3x=2−12x2, 2x−12x2−2x, can't be simplified−12x2⋅2x=−24x3−12x22x=−6x5a, 15a4y2,

Step 1
Given: the given monomial is ${\displaystyle -3y^5}$ and ${\displaystyle 9y^4}$
Addition: ${\displaystyle -3y^5+9y^4}$
Subtraction: ${\displaystyle -3y^5-9y^4}$
Multiplication: ${\displaystyle -3y^5\cdot 9y^4=-27y^{5+4}=-27y^9}$
Division: ${\displaystyle \frac{-3y^5}{9y^4}=-\frac{y}{3}}$
Hence the completed table is given below.

\(\begin{array}{|c|c|}\hline \text{Monomials} & \text{Add} & \text{Subtract} & \text{Multiply} & \text{Divide} \ \hline -3y^{5},\ 9y^{4} & -3y^{5}+9y^{4}\text{cant