Bisection example sentences

"Bisection" Example Sentences

1. The bisection of the line segment was performed with great precision.
2. The geometry teacher explained the concept of bisection using a simple diagram.
3. The carpenter used a saw to make a clean bisection of the piece of wood.
4. The mathematician used bisection to solve the equation and find the root.
5. The chef carefully made a bisection of the grapefruit to garnish the dish.
6. The surveyor used a technique of bisection to find the mid-point of the land.
7. The engineer applied bisection method to determine the critical load bearing capacity of the bridge.
8. The artist drew a perfect bisection of the circle in her painting.
9. The doctor performed a bisection of the tumor to obtain a biopsy sample.
10. The machinist made a precise bisection of the metal rod using a lathe.
11. The architect used bisection to ensure that the beams were evenly spaced in the design.
12. The hairstylist performed a bisection of the hair to create a layered cut.
13. The biologist used bisection to study the anatomy of the plant's stem.
14. The geologist studied the bisection of the rock for insights into its composition.
15. The statistician used bisection to divide the data set into two halves for analysis.
16. The chess player considered a bisection strategy to control the board and win the game.
17. The programmer used bisection to optimize the sorting algorithm for faster performance.
18. The astronomer used bisection to calculate the distance between two stars.
19. The mechanic made a bisection of the damaged pipe to repair it.
20. The educator used bisection to illustrate the concept of fractions to the students.
21. The physicist used bisection to measure the energy distribution of the particles.
22. The logistician utilized bisection to optimize the supply chain network.
23. The meteorologist analyzed the bisection of the air currents to make weather predictions.
24. The zoologist used bisection to understand the behavior of the ant colony.
25. The artist used bisection to create a geometric pattern in the sculpture.
26. The analyst used bisection to study the impact of the policy on the economy.
27. The economist used bisection to analyze the distribution of wealth in the society.
28. The linguist used bisection to study the structure of the sentence in the language.
29. The historian used bisection to analyze the timeline of the events in the war.
30. The environmentalist used bisection to study the impact of pollution on the ecosystem.

Common Phases

1. We need to apply bisection method to find the root of the equation;
2. The interval needs to be bisected to obtain a smaller interval;
3. We can repeat the bisection process until we find the root with desired precision;
4. Bisection is a reliable method that guarantees convergence to the root;
5. The bisection method is easy to understand and implement;
6. We can use bisection to solve a wide range of equations;
7. The bisection method works well even for non-smooth and discontinuous functions;
8. Bisection is a powerful tool for numerical analysis;
9. We can improve the efficiency of bisection by using other root-finding algorithms in conjunction;
10. With bisection, we can find multiple roots of a function simultaneously.