Oscar

### Questions (50)

 6 Determine the Taylor series for $f(x) = x^3 \cdot \ln{\sqrt{x}}$ around the point $a = 1$ and determine its radius of convergence. 4 Beginner troubleshooting an eigenvector calculation 3 How to find the basis of a quotient space 3 Formalization/Verification of a beginner combinatorics problem 2 Given 24 computers and 6 broken computers, how many of the following different combinations are there?

### Reputation (368)

 +5 Determine the equivalence classes $\approx_L$ for the language $L = \{w \in \{a, b\}^∗ \mid |w|_a = |w|_b\}$ +5 How to find the basis of a quotient space +5 Solving an initial value problem involving the second-order nonlinear ordinary differential equation $y''(x) = y(x) \cdot y'(x) + (y'(x))^2$ +5 Computer parts are made with 90% success. Determine the distribution for the case of 4 units.

### Tags (54)

 0 proof-verification × 17 0 vector-spaces × 4 0 logic × 9 0 elementary-set-theory × 4 0 linear-algebra × 7 0 propositional-calculus × 4 0 matrices × 4 0 first-order-logic × 4 0 linear-transformations × 4 0 probability × 4

### Accounts (5)

 Mathematics 368 rep 11 silver badge1111 bronze badges Stack Overflow 139 rep 77 bronze badges Computer Science 113 rep 22 bronze badges TeX - LaTeX 110 rep 44 bronze badges Electrical Engineering 101 rep