A real valued function f satisfies f(10+x) = f(10-x) and f(20-x) = -f(20+x), for all x∈R which of the following statements is true?
View Solution
Q2
If a polynomial function 'f' satisfaction the realation. log2(f(x))=log2(2+23+29+.......∞)⋅log3⎛⎜
⎜
⎜⎝1+f(x)f1x⎞⎟
⎟
⎟⎠ and f(10)=1001, the the values of f(20) is
View Solution
Q3
Let f:R→R is a function satisfying f(2−x)=f(2+x) and f(20−x)=f(x),∀x∈R. For this function f answer the following question.Graph of y=f(x) is
View Solution
Q4
Let f:R→R is a function satisfying f(2−x)=f(2+x) and f(20−x)=f(x),∀x∈R. For this function f answer the following question.If f(2)≠f(6), then
View Solution
Q5
Let f:R→R is a function satisfying f(2−x)=f(2+x) and f(20−x)=f(x),∀x∈R. For this function f answer the following question.If f(0)=5, then minimum possible number of values of x satisfying f(x)=5, for x∈[0,170], is