So here's the problem:
The expression for the 14th term of the geometric sequence \({x, x^3, x^5, ...}\) is....
and here are the possible solutions:
A \({x^{13}}\)
B \({x^{14}}\)
C \({x^{27}}\)
D \({x^{29}}\)
I'm completely stuck! :(
+36916 Hmmmm? Just march them on out.....you can do it...
1st 2nd 3rd 4th 5th .......14th
x x^3 x^5 x^7 x^9
You probably can see a pattern...... multipy by 2 subtract 1
14 *2 = 28
Subtract 1 = 27
x^27 Not so really bad, huh? Do you 'get it' ? Cool! Math on !
+36916 Hmmmm? Just march them on out.....you can do it...
1st 2nd 3rd 4th 5th .......14th
x x^3 x^5 x^7 x^9
You probably can see a pattern...... multipy by 2 subtract 1
14 *2 = 28
Subtract 1 = 27
x^27 Not so really bad, huh? Do you 'get it' ? Cool! Math on !
