Explicit Formulas For Geometric Sequences
Explicit formulas for geometric sequences | |
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Description | |
Practice Proper name: | Explicit formulas for geometric sequences |
Math Missions: | Mathematics I Math Mission, Algebra I Math Mission, Mathematics II Math Mission, Precalculus Math Mission, Mathematics Three Math Mission |
Types of Issues: | ii |
The Explicit formulas for geometric sequences practise appears under the Mathematics I Math Mission, Algebra I Math Mission, Mathematics II Math Mission, Precalculus Math Mission and Mathematics Iii Math Mission. This do increases familiarity with the explicit formula for geometric sequences.
Types of Problems
There are 2 types of problems in this exercise:
- Determine who wrote the right formula: This trouble provides two proposed explicit formulas for an geometric sequence. The student is asked to determine which, if either, of the formulas are correct based on the given information.
- Decide the explicit formula: This problem provides an geometric sequence given in some form similar a table or by listing terms. The student is asked to write a correct explicit formula in the space provided.
Strategies
Knowledge of the geometric sequence and series formulas are encouraged to ensure success on this practise.
- The nth term of an geometric sequence is given past .
- The formula does not need to be distributed or simplified on this exercise to be considered correct.
- The formulas provided in Make up one's mind who wrote the right formula tin can oftentimes be adamant past plugging in 1 and seeing which formula yields the correct effect.
Existent-life Applications
- Sequences and series are common problem on IQ tests.
- Sequences and series are a large portion of 2nd semester (BC) calculus.
- The beginning problem type in this practise can exist considered a real-life application in the context of teachers and presenters.
- Knowledge of algebra is essential for higher math levels like trigonometry and calculus. Algebra likewise has countless applications in the real globe.
Explicit Formulas For Geometric Sequences,
Source: https://khanacademy.fandom.com/wiki/Explicit_formulas_for_geometric_sequences
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