long division
long division of integers
This shows that 5615 = 244 × 23 + 3. As with normal division of single-digit numbers, 23 does not divide into 5, but does twice into 56 with remainder 10, which is written beneath. The process continues until a remainder is found.
This notation can similarly be used for long division of polynomials. The second long division shows that
long division of polynomials
See division algorithm.
- static friction
- statics
- stationary distribution
- stationary point
- stationary point
- stationary value
- statistic
- statistical equilibrium
- statistical mechanics
- statistical model
- statistical tables
- statistics
- steady
- Steinitz exchange lemma
- stem-and-leaf plot
- step function
- steradian
- stereographic projection
- Stevin, Simon
- Stewart, Ian
- stiffness
- Stirling number of the first kind
- Stirling number of the second kind
- Stirling's formula
- stochastic differential equation