pls solve this tricky sum
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Answered by
2
Answer;
nth term if the pattern is 1 On + 3.
Explanation:
The given pattern can be written as:
(10 + 3), (10x2 + 3), (10x3 + 3), (10x4 +
3)..
Thus,
The pattern is clear. nth term will be (10xn +
3).
Where 'n' is the index of the required
term.
Verification:
1st term(n = 1) = 10(1) + 3 = 13 2nd term(n=2) = 10(2) + 3 = 23
Hence,
(10n + 3) is the nth term of the given
pattern.
Answered by
2
Answer:
nth term if the pattern is 10n + 3.
Explanation:
The given pattern can be written as:
(10 + 3), (10×2 + 3), (10×3 + 3), (10×4 + 3).........
Thus,
The pattern is clear. nth term will be (10×n + 3).
Where 'n' is the index of the required term.
Verification:
1st term(n = 1) = 10(1) + 3 = 13
2nd term(n=2) = 10(2) + 3 = 23
Hence,
(10n + 3) is the nth term of the given pattern.
:)
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