Algebraic Expre...

The product of $$4{ a }^{ 2 }$$, $$-6{ b }^{ 2 }$$ and $$3{ a }^{ 2 }{ b }^{ 2 }$$ is

The value of the product $$\left( 4{ a }^{ 2 }+3b \right) \left( 9{ b }^{ 2 }+4a \right) $$ at $$a=1$$, $$b=-2$$ is

The expression $$\displaystyle -8{ x }^{ 3 }\left( 7{ x }^{ 6 }-3{ x }^{ 5 } \right) $$ equals:

The product of the monomials $$\displaystyle \left( 2{ x }^{ 4 }y \right)$$  and $$\left( 3{ x }^{ 5 }{ y }^{ 8 } \right) $$ is :

Number of terms in the expansion $$\left( a+b \right) \left( c+d \right) $$ is ________.

Expand  the expression $$4(5x+3)(2x-1)$$.

Multiply the binomials $$\displaystyle \left( 4z+3 \right) $$ and $$\left( z-2 \right) $$ :

Find the product of $$(15x-11)$$ and $$(6-5x)$$.

$$-4p\left( 3q-5p \right) =$$

What is the product $$(x + 2)(x - 3)$$?