x^(2)-sqrt(2)x-12

1)30m^(2)+25mn-30n^(2)2)x^(2)-5sqrt(2x)-12

sqrt(2)x^(2)+7sqrt(2)x+12sqrt(3)=0

(sqrt(x))^(2)-sqrt(x)-12=0

lim_(x rarr sqrt(3))(x^(2)-3)/(x^(2)+3sqrt(3)x-12)

The zeros of the polynomial x^(2) - sqrt2 x - 12 are

The zeros of the polynomial x^2-sqrt2x-12 are a) 3sqrt2,2sqrt2 b) sqrt2,-sqrt2 c) 3sqrt2,-2sqrt2 d) -3sqrt2,2sqrt2

Solve the following equation by factorization method: x^2-sqrt(2)i\ x+12=0

lim_(x->sqrt(3))(x^2-3)/(x^2+3sqrt(3)x-12)