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The algebraic form of an arithmetic sequence is 5n+3.
A. What is the 1st term?

B. What will be the remainder if th

By Ruby

The algebraic form of an arithmetic sequence is 5n+3.
A. What is the 1st term?

B. What will be the remainder if the terms of this sequence is divided by 5?​

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Ruby

Find number of faces of a polyhedron, which has 27 edges and 17 vertices.



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1 thought on “The algebraic form of an arithmetic sequence is 5n+3.<br />A. What is the 1st term?<br /><br />B. What will be the remainder if th”

  1. Answer:

    A.n = q and r = 3. Hence the remainder obtained on dividing the term of the sequence by 5 is 3. Hence, the first term of the sequence is 8.

    B. ∴ Remainder = 3 when the terms of sequence are divided by 5

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