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Limit (x approaches 3) 2x - 1 = 5. Since f(x) = 5 by definition AT x = 3 then the function is continuous.
We need to examine the continuity at x=3.
f(x) is defined at x=3
lim f(x) as x approaches 3 exists
f(3)= 2x-1 = 2(3)-1 =5
So, f is continuous at x=3
f is continuous for all x.
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Limit (x approaches 3) 2x - 1 = 5. Since f(x) = 5 by definition AT x = 3 then the function is continuous.
We need to examine the continuity at x=3.
f(x) is defined at x=3
lim f(x) as x approaches 3 exists
f(3)= 2x-1 = 2(3)-1 =5
So, f is continuous at x=3
f is continuous for all x.