a) Since f is decreasing we have that the inequality f(x)>2=f(5) holds true if and only if x<5.
b) Since f is increasing we have that the inequality f(x)>2=f(5) holds true if and only if x>5.
Tyrone A.
asked 10/28/18a) If f(x) is a decreasing function (that is, the graph of f always move down as you move from left to right), with f(5)=2, solve the inequality for f(x)>2
b) If f(x) is an increasing function with f(5)=2, solve the inequality f(x)>2
Please help knowing the information! It would truly be appreciated.
a) Since f is decreasing we have that the inequality f(x)>2=f(5) holds true if and only if x<5.
b) Since f is increasing we have that the inequality f(x)>2=f(5) holds true if and only if x>5.
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