Please Register To Attempt Complete Test

Create Account

**
**

*This section contains 5 questions. The answer to each question is a single-digit integer, ranging from 0 to 9.*

Let f be a function defined on R(the set of all real numbers) such that *f*′(*x*)=2010(*x*−2009)(*x*−2010)^{2}(*x*−2011)^{3}(*x*−2012)^{4}, for all *x**ϵ* *R*. If g is a function defined on R with values in the interval (0, ∞) such that f(x) = ln(g(x)), for all *x**ϵ* *R*, then the number of points in R at which g has a local maximum is