The summation of ({-1}^n)/n as n approaches from 0 to oo________.
Anonymous Quiz
45%
Diverges
55%
Converges
The series x^2n as n approaches from 0 to oo, when |x| < 1,converges to__________.
Anonymous Quiz
42%
1/(1-xΒ²)
26%
1/(1+xΒ²)
16%
1/2
16%
2/(1-x)
The general term for {-1/4, 2/9, -3/16, 4/25}
Anonymous Quiz
39%
(n(-1)^n)/(n+1)Β²
28%
(-1)^n/(n+1)Β²
28%
(-1)^n/nΒ²
6%
-n/nΒ²
The rule for partial derivates[Fx,Fy,...]
When derivating a function of multiple variables,f(x,y) in terms of x, that is Fx, consider the other variables as a constant and derivate as you would in one variable function.
When derivating a function of multiple variables,f(x,y) in terms of x, that is Fx, consider the other variables as a constant and derivate as you would in one variable function.
Fx of f(x,y)=xΒ³yΒ² + e^xy + y
Anonymous Quiz
12%
2xΒ³y + xe^xy + 1
53%
3xΒ²yΒ² + ye^xy
29%
3xΒ²yΒ² + ye^xy + 1
6%
3xΒ³yΒ² + xe^xy
π2
If the charge, q= 3tΒ²-t then what is the current,i at t= 2?
Anonymous Quiz
32%
10
42%
12
21%
11
5%
9
The total resistance in series can be found using
Anonymous Quiz
67%
R=r1+r2+r3+.....+rn
33%
1/R=1/r1+1/r2+1/r3+1/r4+....+1/rn
π1