6.5 Factoring two special products  (Page 2/2)

$3x^2-75$

$a^3{b}^{4}m-a{m}^3{n}^2$

$m^4-n^4$

$16y^8-1$

$m^2-8m+16$

$k^2+10k+25$

$4a^2+12a+9$

$9x^2-24xy+16y^2$

$2w^{3}z+16w^2{z}^2+32w{z}^3$

$x^2+12x+49$

$a^2-9$

$a^2-25$

$x^2-16$

$y^2-49$

$a^2-100$

$b^2-36$

$4a^2-64$

$2b^2-32$

$3x^2-27$

$5x^2-125$

$4a^2-25$

$9x^2-100$

$36y^2-25$

$121a^2-9$

$12a^2-75$

$10y^2-320$

$8y^2-50$

$a^{2}b^2-9$

$x^{2}y^2-25$

$x^{4}y^4-36$

$x^{4}y^4-9a^2$

$a^{2}b^4-16y^4$

$4a^{2}b^2-9b^2$

$16x^2-25y^2$

$a^2-b^2$

$a^4-b^4$

$x^4-y^4$

$x^8-y^2$

$a^8-y^2$

$b^6-y^2$

$b^6-x^4$

$9-x^2$

$25-a^2$

$49-16a^2$

$100-36b^4$

$128-32x^2$

$x^4-16$

$2a{b}^3-a^{3}b$

$a^4-b^4$

$a^{16}-b^4$

$x^{12}-y^{12}$

$a^{2}c-9c$

$a^3{c}^2-25a{c}^2$

$a^4{b}^4{c}^2{d}^2-36x^2{y}^2$

$49x^2{y}^4{z}^6-64a^4{b}^2{c}^8{d}^{10}$

$x^2+8x+16$

$x^2+10x+25$

$a^2+4a+4$

$a^2+12a+36$

$b^2+18b+81$

$y^2+20y+100$

$c^2+6c+9$

$a^2-4a+4$

$b^2-6b+9$

$x^2-10x+25$

$b^2-22b+121$

$a^2-24a+144$

$a^2+2a+1$

$x^2+2x+1$

$x^2-2x+1$

$b^2-2b+1$

$4a^2+12a+9$

$9x^2+6x+1$

$4x^2+28x+49$

$16a^2-24a+9$

$25a^2-20a+4$

$9{\mathrm{x}}^2+6xy+y^2$

$16x^2+24xy+9y^2$

$36a^2+60ab+25b^2$

$4x^2-12xy+9y^2$

$12a^2-60a+75$

$16x^2+8x+1$

$32x^2+16x+2$

$x^2+x+1$

$4a^2+a+9$

$9a^2-21a+49$

$x^5+8x^4+16x^3$

$12a^{3}b-48a^2{b}^2+48a{b}^3$

( [link] ) Factor $(m-3)x-(m-3)y$ .

( [link] ) Factor $8xm+16xn+3ym+6yn$ by grouping.