Expand $(4p-8{)}^2$.

Expand (6b + 9)(6b - 9).

Expand $(t-11{)}^2$.

Expand (3k + 12)(3k - 12).

Which special product does (t + 11)(t + 4) fit?

Expand (4r + 2)(4r - 2).

Expand (2n + 7)(2n - 7).

Which special product does (m + 8)(m + 7) fit?

Expand (k + 11)(k - 11).

Expand (5t + 3)(5t - 3).

Expand $(4u+4v{)}^2$.

Expand (2u + 6v)(2u - 6v).

Expand $(a-9{)}^2$.

Expand $(2r+7{)}^2$.

Expand (4a + 8b)(4a - 8b).

Expand $(6p-6{)}^2$.

A student writes $(t+7{)}^2=t^2+49$. Is that correct?

Expand (6w + 6)(6w - 6).

A student writes $(a+11)(a-11)=a^2-121$. Is that correct?

Expand (4x + 4y)(4x - 4y).

Expand $(6a+6b{)}^2$.

Expand $(n+2{)}^2$.

A student writes $(t+10)(t-10)=t^2-100$. Is that correct?

A student writes $(t+4{)}^2=t^2+16$. Is that correct?

Expand (5t + 7)(5t - 7).

Which special product does (r + 12)(r + 3) fit?

Expand $(3k+9{)}^2$.

Expand $(5r+4{)}^2$.

Expand (2r + 2s)(2r - 2s).

Which special product does $(k+10{)}^2$ fit?

Expand $(6n-12{)}^2$.

Expand $(5x-4{)}^2$.

A student writes $(p+5{)}^2=p^2+25$. Is that correct?

Expand $(a-2{)}^2$.

A student writes $(x+3{)}^2=x^2+9$. Is that correct?

Expand (4w + 8)(4w - 8).

Which special product does $(h-9{)}^2$ fit?

Which special product does $(w+14{)}^2$ fit?

Expand $(x-8{)}^2$.

Expand (4a + 5)(4a - 5).