SOLUTION: If m is an odd integer, which expression always represents an odd integer?
A) 3^m - 1
B) (m - 1)/2
C) (2m - 1)^2
D) (m + 1)^2
E) m^2 + 2m + 1
Please explain how I could a
Algebra ->
Divisibility and Prime Numbers
-> Lessons
-> SOLUTION: If m is an odd integer, which expression always represents an odd integer?
A) 3^m - 1
B) (m - 1)/2
C) (2m - 1)^2
D) (m + 1)^2
E) m^2 + 2m + 1
Please explain how I could a
Log On
Question 474828: If m is an odd integer, which expression always represents an odd integer?
A) 3^m - 1
B) (m - 1)/2
C) (2m - 1)^2
D) (m + 1)^2
E) m^2 + 2m + 1
Please explain how I could approach and solve this, thanks! Answer by richard1234(7193) (Show Source):
