다항식 전체 문제

For the following exercises, multiply the binomials.

$(4+4m)(4-4m)$

For the following exercises, multiply the binomials.

$(14p+7)(14p-7)$

For the following exercises, multiply the binomials.

$(11q-10)(11q+10)$

For the following exercises, multiply the polynomials.

$(2{x}^{2}+2x+1)(4x-1)$

For the following exercises, multiply the polynomials.

$(4{t}^{2}+t-7)(4{t}^{2}-1)$

For the following exercises, multiply the polynomials.

$(x-1)({x}^{2}-2x+1)$

For the following exercises, multiply the polynomials.

$(y-2)({y}^{2}-4y-9)$

For the following exercises, multiply the polynomials.

$(6k-5)(6{k}^{2}+5k-1)$

For the following exercises, multiply the polynomials.

$(3{p}^{2}+2p-10)(p-1)$

For the following exercises, multiply the polynomials.

$(4m-13)(2{m}^{2}-7m+9)$

For the following exercises, multiply the polynomials.

$(a+b)(a-b)$

For the following exercises, multiply the polynomials.

$(4x-6y)(6x-4y)$

For the following exercises, multiply the polynomials.

${(4t-5u)}^{2}$

For the following exercises, multiply the polynomials.

$(9m+4n-1)(2m+8)$

For the following exercises, multiply the polynomials.

$(4t-x)(t-x+1)$

For the following exercises, multiply the polynomials.

$({b}^{2}-1)({a}^{2}+2ab+{b}^{2})$

For the following exercises, multiply the polynomials.

$(4r-d)(6r+7d)$

For the following exercises, multiply the polynomials.

$(x+y)({x}^{2}-xy+{y}^{2})$

A developer wants to purchase a plot of land to build a house. The area of the plot can be described by the following expression: $(4x+1)(8x-3)$ where x is measured in meters. Multiply the binomials to find the area of the plot in standard form.

A prospective buyer wants to know how much grain a specific silo can hold. The area of the floor of the silo is ${(2x+9)}^{2}.$ The height of the silo is $10x+10,$ where x is measured in feet. Expand the square and multiply by the height to find the expression that shows how much grain the silo can hold.