At the end of the first year you will have a total of: \ With simple interest, the key assumption is that you withdraw the interest from the bank as soon as it is paid and deposit it into a separate bank account.\) so there is no common ratio. You are paid $15\%$ interest on your deposit at the end of each year (per annum). We refer to $£A$ as the principal balance. Really clear math lessons (pre-algebra, algebra, precalculus), cool math games, online graphing. Simple and Compound Interest Simple Interest Google Play>Math game: Puzzle & question. For example, \ so the sequence is neither arithmetic nor geometric. Here is a scavenger hunt activity for arithmetic and geometric sequences where the students answer the question on one card which leads them to the next card until they end up in the same place they began.
#ARITHMETIC AND GEOMETRIC SEQUENCES MAZE SERIES#
A series does not have to be the sum of all the terms in a sequence. The starting index is written underneath and the final index above, and the sequence to be summed is written on the right. Displaying top 8 worksheets found for - Geometric Series Maze. Arithmetic and geometric sequences maze answer key Practice with Pictures: Arithmetic Sequences Create and solve arithmetic sequences based on visual patterns Start Worksheet Maze: Geometric Sequences Dodge the monsters. Part 1 covers Arithmetic Sequences and Part 2 covers Geometric Sequences. Topics include arithmetic or geometric, using formulas, find the term. This MS PowerPoint presentation provides an easy-to-understand and classroom-tested technique for understanding the 2 types of Arithmetic Sequence and the 2 types of Geometric Sequences - Explicit and Recursive. SEQUENCES Arithmetic and Geometric Activities for FIBONACCI DAY (11/23) or any day Whether your students need to practice or they need to learn the skill, this set of activities will engage your students as they work with arithmetic and geometric sequences.This resource includes a set of 4 challenges. Questions include a variety of problem types and difficulty levels including word problems and review of formulas. We call the sum of the terms in a sequence a series. Students will practice working with arithmetic sequences and geometric sequences with these mazes. This no prep Arithmetic Sequences and Geometric Sequences review game is a great way for your students to practice writing sequences and finding missing terms. The Summation Operator, $\sum$, is used to denote the sum of a sequence. If the dots have nothing after them, the sequence is infinite.
If the dots are followed by a final number, the sequence is finite. Note: The 'three dots' notation stands in for missing terms. This maze is a great way for students to practice their skills with arithmetic and geometric sequences. is a finite sequence whose end value is $19$.Īn infinite sequence is a sequence in which the terms go on forever, for example $2, 5, 8, \dotso$. For example, $1, 3, 5, 7, 9$ is a sequence of odd numbers.Ī finite sequence is a sequence which ends. Penguin Slide Maze Play Now Math Twins Play Now Sudoku Play Now Math Madness Play Now Perfect Tension Play Now Baloon Pop. START Use your solutions to navigate through the maze. This is a BLENDED Activity where a hard copy (which is available at my store here) of the activity is also included. Directions: Use your knowledge of Geometric Sequences and Series to solve the problems below. Contents Toggle Main Menu 1 Sequences 2 The Summation Operator 3 Rules of the Summation Operator 3.1 Constant Rule 3.2 Constant Multiple Rule 3.3 The Sum of Sequences Rule 3.4 Worked Examples 4 Arithmetic sequence 4.1 Worked Examples 5 Geometric Sequence 6 A Special Case of the Geometric Progression 6.1 Worked Examples 7 Arithmetic or Geometric? 7.1 Arithmetic? 7.2 Geometric? 8 Simple and Compound Interest 8.1 Simple Interest 8.2 Compound Interest 8.3 Worked Examples 9 Video Examples 10 Test Yourself 11 External Resources SequencesĪ sequence is a list of numbers which are written in a particular order. It asks students to 'Determine if the sequence is Arithmetic, Geometric, or Neither.'. mathematical rigor algorithms from the book includes a large number of.
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