Math Calculators, Lessons and Formulas
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All the problems and solutions shown below were generated using the Arithmetic sequences.
Find $ S_{ 15 } $ ( sum of first $ 15 $ terms ) of arithmetic progression if $ a_1 = 4 ~~ \text{and} ~~ d = 4 $.
Find $ a_{ 80 } $ of an arithmetic progression if $ a_1 = 13 ~~ \text{and} ~~ d = 8 $.
Find $ a_{ 11 } $ of an arithmetic progression if $ a_1 = 3 ~~ \text{and} ~~ d = 0 $.
Find $ a_{ 31 } $ of an arithmetic progression if $ a_1 = -4 ~~ \text{and} ~~ d = 6 $.
Find $ a_{ 0 } $ of an arithmetic progression if $ a_1 = 4 ~~ \text{and} ~~ d = 1 $.
Find $ a_{ 0 } $ of an arithmetic progression if $ a_1 = 15 ~~ \text{and} ~~ d = 7 $.
Find $ a_{ 18 } $ of an arithmetic progression if $ a_1 = 7 ~~ \text{and} ~~ d = 4 $.
Find $ a_{ 63 } $ of an arithmetic progression if $ a_1 = 1 ~~ \text{and} ~~ d = 1 $.
Find $ a_{ 0 } $ of an arithmetic progression if $ a_1 = 15 ~~ \text{and} ~~ d = 9 $.
Find $ a_{ 13 } $ of an arithmetic progression if $ a_1 = 19900 ~~ \text{and} ~~ d = 1300 $.
Find $ S_{ 13 } $ ( sum of first $ 13 $ terms ) of arithmetic progression if $ a_1 = 19900 ~~ \text{and} ~~ d = 1900 $.
Find $ S_{ 10 } $ ( sum of first $ 10 $ terms ) of arithmetic progression if $ a_1 = 3 ~~ \text{and} ~~ d = 10 $.
Find $ S_{ 100 } $ ( sum of first $ 100 $ terms ) of arithmetic progression if $ a_1 = 3 ~~ \text{and} ~~ d = 10 $.
Find $ S_{ 25 } $ ( sum of first $ 25 $ terms ) of arithmetic progression if $ a_1 = 3 ~~ \text{and} ~~ d = 10 $.
Find $ S_{ 26 } $ ( sum of first $ 26 $ terms ) of arithmetic progression if $ a_1 = 3 ~~ \text{and} ~~ d = 10 $.
Find $ S_{ 40 } $ ( sum of first $ 40 $ terms ) of arithmetic progression if $ a_1 = -6 ~~ \text{and} ~~ d = 11 $.
Find $ S_{ 10 } $ ( sum of first $ 10 $ terms ) of arithmetic progression if $ a_1 = 16700 ~~ \text{and} ~~ d = 1300 $.
Find $ a_{ 6 } $ of an arithmetic progression if $ a_1 = 5 ~~ \text{and} ~~ d = \frac{ 3 }{ 2 } $.
Find $ S_{ 30 } $ ( sum of first $ 30 $ terms ) of arithmetic progression if $ a_1 = 12 ~~ \text{and} ~~ d = 6 $.
Find $ S_{ 12 } $ ( sum of first $ 12 $ terms ) of arithmetic progression if $ a_1 = 6 ~~ \text{and} ~~ d = 12 $.
Find $ S_{ 11 } $ ( sum of first $ 11 $ terms ) of arithmetic progression if $ a_1 = 6 ~~ \text{and} ~~ d = 12 $.
Find $ a_{ 5 } $ of an arithmetic progression if $ a_1 = 8 ~~ \text{and} ~~ d = \frac{ 259 }{ 5 } $.
Find $ a_{ 0 } $ of an arithmetic progression if $ a_1 = -2 ~~ \text{and} ~~ d = 8 $.
Find $ S_{ 1000 } $ ( sum of first $ 1000 $ terms ) of arithmetic progression if $ a_1 = 3 ~~ \text{and} ~~ d = 3 $.
Find $ a_{ 12 } $ of an arithmetic progression if $ a_1 = 4 ~~ \text{and} ~~ d = 6 $.
Find $ a_{ 4 } $ of an arithmetic progression if $ a_1 = 95 ~~ \text{and} ~~ d = \frac{ 11 }{ 2 } $.
Find $ a_{ 10 } $ of an arithmetic progression if $ a_1 = 19 ~~ \text{and} ~~ d = 4 $.
Find $ a_{ 34 } $ of an arithmetic progression if $ a_1 = \frac{ 5 }{ 4 } ~~ \text{and} ~~ d = \frac{ 5 }{ 4 } $.
Find $ a_{ 0 } $ of an arithmetic progression if $ a_1 = 15 ~~ \text{and} ~~ d = 0 $.
Find $ a_1 $ (first term of arithmetic progression) if $ d = 7 ~~ \text{and} ~~ S_{ 19 } = 1938 $.
Find $ a_{ 30 } $ of an arithmetic progression if $ a_1 = 93 ~~ \text{and} ~~ d = 0 $.
Find $ S_{ 30 } $ ( sum of first $ 30 $ terms ) of arithmetic progression if $ a_1 = 93 ~~ \text{and} ~~ d = 0 $.
Find $ S_{ 30 } $ ( sum of first $ 30 $ terms ) of arithmetic progression if $ a_1 = 93 ~~ \text{and} ~~ d = 2 $.
Find $ S_{ 30 } $ ( sum of first $ 30 $ terms ) of arithmetic progression if $ a_1 = 93 ~~ \text{and} ~~ d = -2 $.
Find $ a_{ 30 } $ of an arithmetic progression if $ a_1 = 93 ~~ \text{and} ~~ d = \left( -15 \right) $.
Find $ S_{ 30 } $ ( sum of first $ 30 $ terms ) of arithmetic progression if $ a_1 = 93 ~~ \text{and} ~~ d = -16 $.
Find $ S_{ 30 } $ ( sum of first $ 30 $ terms ) of arithmetic progression if $ a_1 = 93 ~~ \text{and} ~~ d = -11 $.
Find $ S_{ 26 } $ ( sum of first $ 26 $ terms ) of arithmetic progression if $ a_1 = 92 ~~ \text{and} ~~ d = -10 $.
Find $ S_{ 10 } $ ( sum of first $ 10 $ terms ) of arithmetic progression if $ a_1 = 137 ~~ \text{and} ~~ d = -11 $.
Find $ a_{ 11 } $ of an arithmetic progression if $ a_1 = 137 ~~ \text{and} ~~ d = \left( -11 \right) $.
Find $ S_{ 10 } $ ( sum of first $ 10 $ terms ) of arithmetic progression if $ a_1 = 115 ~~ \text{and} ~~ d = -8 $.
Find $ S_{ 8 } $ ( sum of first $ 8 $ terms ) of arithmetic progression if $ a_1 = 115 ~~ \text{and} ~~ d = -8 $.
Find $ S_{ 11 } $ ( sum of first $ 11 $ terms ) of arithmetic progression if $ a_1 = 115 ~~ \text{and} ~~ d = -8 $.
Find $ S_{ 12 } $ ( sum of first $ 12 $ terms ) of arithmetic progression if $ a_1 = 115 ~~ \text{and} ~~ d = -8 $.
Find $ S_{ 13 } $ ( sum of first $ 13 $ terms ) of arithmetic progression if $ a_1 = 115 ~~ \text{and} ~~ d = -8 $.
Find $ S_{ 16 } $ ( sum of first $ 16 $ terms ) of arithmetic progression if $ a_1 = 129 ~~ \text{and} ~~ d = -8 $.
Find $ S_{ 14 } $ ( sum of first $ 14 $ terms ) of arithmetic progression if $ a_1 = 22 ~~ \text{and} ~~ d = 4 $.
Find $ S_{ 94 } $ ( sum of first $ 94 $ terms ) of arithmetic progression if $ a_1 = 94 ~~ \text{and} ~~ d = 1 $.
Find $ d $ (common difference of arithmetic progression) if $ a_1 = \frac{ 5 }{ 3 } ~~ \text{and} ~~ S_{ 26 } = \frac{ 91 }{ 3 } $.
Find $ a_{ 7 } $ of an arithmetic progression if $ a_1 = 32 ~~ \text{and} ~~ d = \frac{ 1 }{ 2 } $.