Nth Term Test Teacher Resources
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Students analyze patterns and try to figure out the next term in the sequence. In this algebra lesson, students discuss the functions rule and how it works to solve sequences. They practice solving problems and find the nth term or what comes next.
In this arithmetic and geometric progressions worksheet, students solve and complete 8 different types of progression problems. First, they determine whether each progression is arithmetic, geometric, or neither. Then, students find the sixth and twentieth terms and the sum of the first 10 terms of each sequence.
In this sequencing and "nth" term worksheet, students solve 8 problems, writing next terms in sequences, giving expressions for "nth" terms and finding 20th terms. Answers and hints are available on-line; a reference web site for additional resources is given.
In this online interactive learning exercise, 9th graders find the sequence and the next 2 term, the nth term and the 30th term for 12 numeric sequences. Immediate online feedback is provided.
For this fractions worksheet, students look at the fraction pattern and given the expression for the nth term. Students complete 10 problems.
The example problem is this video has a sequence of numbers that decrease by a fixed amount with each iteration, and one needs to find the 100th number in the sequence. Sal shows the listener how to find the pattern between the number itself the sequence number of the term and write it algebraically.
In this modeling in algebra worksheet, 8th graders solve ten different types of algebra problems, including 5 word problems. They first complete each table, describe the pattern used, and determine the 20th and nth term for each. Students also complete a chart that represents each diagonal of a regular polygon illustrated on the sheet and describe the pattern used.
In this arithmetic sequences learning exercise, students solve 45 short answer, multiple choice, and graphing problems. Students find the nth term of an arithmetic sequence. Students solve systems of equations using elimination. Students find simple interest.
In this sequences worksheet, 6th graders solve and complete 3 different types of problems. First, they complete the missing numbers and determine the term-to-term rule. Then, students find the nth term of each sequence and draw the next pattern.
Sixth graders explore pattern recognition and sequencing. They create arithmetic and geometric sequences with colors, shapes, and numbers. Students write expressions of arithmetic sequences and geometric sequences to find the nth term.
Young scholars identify the formula to find the nth term. For this algebra lesson, students finish a pattern and identify missing parts in a sequence. They write an equation given a partial sequence.
Students identify the nth rule for each sequence. In this algebra lesson, students finish the pattern or sequence and find the missing term. They relate patterns and sequences to the real world.
Bring algebra to life with scientific applications. Math minded individuals calculate and graph the time it takes a bacterium to double. They discuss geometric sequences and use a chart to graph their findings. There are 38 questions all relating geometric sequences to a scientific application. This unit packet includes 10 pages, full explanations, and real world problems.
Find the sequence of an equation with your math super stars. They differentiate between arithmetic and geometric sequences and then calculate the sum of finite and infinite sequences.
In this sequences and series worksheet, students complete seven activities covering arithmetic sequences, geometric sequences, and series. Fully worked out examples, formulas, and explanations are included.
Seventh graders explore the concept of writing rules. Students discuss what terms are in terms of sequences. Students determine the pattern of sequences and then write rules to represent those patterns. Students write rules, such as 2n-1, and determine a specific term, such as the tenth term.
In this online multiple-choice worksheet, mathematicians determine total distance traveled, they identify the nth term in a sequence. Learners use order of operations to evaluate equations. They convert numbers to scientific notation form. This two-page worksheet contains 18 multiple-choice problems.
Students are shown how the concepts of variables, relations, and functions occur using real world illustrations. They also use appropriate terminology when using the examples to solve other problems.
Young scholars use equations to represent practical situations. They solve linear equations and quadratic equations. The use of problem solving strategies is also developed.
In this difference of equations worksheet, students solve and complete 49 various types of problems. First, they obtain the solution of any linear homogeneous second order difference equation. Then, students apply the method of solution to contextual problems. In addition, they use generating functions to solve non-homogeneous equations.