` A = 4x^2 +7x +13 = 4(x^2 + 7/4 x ) +13 = 4(x^2 +2* 7/8 x + 49/64) + 13 - 4*49/64 = 4(x+7/8)^2 + 159/16 \ge 159/16`
` => A_(min) = 159/16` khi ` x +7/8 = 0 => x= -7/8`
` B = x^2 - 8x +5 = (x^2 -8x + 16) - 11 = (x-4)^2 -11 \ge -11`
` => B(min) = -11` khi ` x= 4`
` C = [(x-1)(x+6)][(x+2)(x+3)] = (x^2 + 5x-6)(x^2+5x+6)`
` = (x^2-5x)^2 -36 \ge -36`
` => C(min) = -36` khi ` x^2-5x = 0 => x= 0` hoặc ` x =5`