Chebyshev polynomials of odd orders are:
A. Even functions
B. Odd functions
C. Exponential functions
D. Logarithmic functions
Answer:A
Chebyshev polynomials of odd orders are:
A. Even functions B. Odd functions C. Exponential functions D. Logarithmic functions
Explanation: Chebyshev polynomials of odd orders are odd functions because they contain only odd powers of x.