Let f : R R be a function defined as :F(x)= Then, f is:
a. |
Continuous if a=5 and b=5 |
b. |
Continuous if a=−5 and b=10 |
c. |
Continuous if a=0 and b=5 |
d. |
Not continuous for any values of a and b |
Let f : R R be a function defined as :F(x)= Then, f is:
a. |
Continuous if a=5 and b=5 |
b. |
Continuous if a=−5 and b=10 |
c. |
Continuous if a=0 and b=5 |
d. |
Not continuous for any values of a and b |
f (1) =5, f (1−) =5, f (1+) = a + b
f (3−) =a+3b, f (3) = b+15, f (3+) = b+15
f (5−) =b+25; f (5) =30, f (5+) = 30
from above we concluded that f is not continuous for any values of a and b.