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Let F(X) = 3x, X > 1 X^3, X Of F. Is It Possible To Find A Value K Such That F(1) = K, Which
Let F(X) = 3x, X > 1 X^3, X Of F. Is It Possible To Find A Value K Such That F(1) = K, Which Makes F(X) Continuous For All Real Numbers? Briefly Explain.
1 x^3, x
155. Let f(x)= 3x, x> 1 \x, x < 1* a. Sketch the graph of f. b. Is it possible to find a value k such that f(1) = k, which makes f(x) continuous for all real numbers? Briefly explain.
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