Recent content by 06Rousher
-
0
MHB Where should the values be placed to correctly solve for x?
Re: Wanting to make I got this correct Thank you so much That last part really helped me understand it, I was having trouble on where to place the values- 06Rousher
- Post #7
- Forum: General Math
-
0
MHB Where should the values be placed to correctly solve for x?
Re: Wanting to make I got this correct How did you get to x=1 +/- sqrt(2)?- 06Rousher
- Post #5
- Forum: General Math
-
0
MHB Where should the values be placed to correctly solve for x?
Re: Wanting to make I got this correct So x^2-2x-1? Doesn't seem like that would be solvable. I got 2.41 for x- 06Rousher
- Post #3
- Forum: General Math
-
0
MHB Where should the values be placed to correctly solve for x?
"x=2+1/x" What I got is this: -x^2=2 then x^2=-2, then x=4- 06Rousher
- Thread
- Replies: 6
- Forum: General Math
-
0
MHB Discovering a Formula for the Difference of Squares in the Fibonacci Sequence
No i have no clue on induction Im helping a friend with his work and trying to understand it myself cause I know it will be in my future. So I haven't had guidelines or someone to teach me, just been trying to do this on my own- 06Rousher
- Post #5
- Forum: Set Theory, Logic, Probability, Statistics
-
0
MHB Discovering a Formula for the Difference of Squares in the Fibonacci Sequence
Proceed with continuing the pattern? Im not understanding the hypothesis of F 2n aswell- 06Rousher
- Post #3
- Forum: Set Theory, Logic, Probability, Statistics
-
0
MHB Discovering a Formula for the Difference of Squares in the Fibonacci Sequence
Problem is: "By experimenting with numerous examples in search of a pattern, determine a simple formula for (F n+1)^2-(F n-1)^2; That is, a formula for the difference of the squares of two Fibonacci numbers." The n+1 and n-1 should be smaller by the F but I don't know how to do that on a...- 06Rousher
- Thread
- Sequence
- Replies: 4
- Forum: Set Theory, Logic, Probability, Statistics