Practicing Success
(3a - 4b)3 is equal to: |
$9a^{2}-16b^{2}$ $27a^{3}-64b^{3}-108a^{2}b+144ab^{2}$ $27a^{3}-64b^{3}$ $9a^{2}-24ab+16b^{2}$ |
$27a^{3}-64b^{3}-108a^{2}b+144ab^{2}$ |
(a - b)3 = a3 - b3 - 3ab(a-b) So the value of (3a - 4b)3 = $27a^{3}-64b^{3}-108a^{2}b+144ab^{2}$ |