Problem: The numerator of a fraction is 6x+1, the denominator is 7β4x, and x can have any value between β2 and 2, both included. The values of x for which the numerator is greater than the denominator are:
Answer Choices:
A. 3/5<xβ€2
B. 3/5β€xβ€2
C. 0<xβ€2
D. 0β€xβ€2
E. β2β€xβ€2
Solution:
6x+1>7β4x
x>3/5
3/5<xβ€2