The value of limx→∞ 3x2−1+2x2−14x+3 ,is
3−24
14(3−2)
3−22
none of these
Dividing each term in the numerator and denominator by x, we get
limx→∞ 3x2−1+2x2−14x+3=limx→∞ 3−1/x2+2−1/x24+3/x=3+24=14(3−2)