Look at the sequence 1+(1+5), 2+(2+5), 3+(3+5) ........ Write next two terms

Look at the sequence 1 + (1 + 5), 2 + (2+5), 3+(3+5) ........ Write its algebraic form.

Write the terms of the sequence '5 xx(1+6), 10 xx(2+6), 15 xx(3+6),20 xx(4+6) …...' in the form, first term '5 xx 1(1+6)', second term '5 xx 2(2+6)' i)Write its algebra.

Observe the number pattern made using terms of an arithmetic sequence 2, 6,10, ... . Write the next two lines.

5^(th) term of an arithmetic sequence is 17 and the 17^(th) term is 5. Which term of the sequence is zero?

Write the terms of the sequence 5xx(1+6) , 10xx(2+6) , 15xx(3+6) , 20xx (4+6) in the form first term 5xx1(1 + 6) , second term 5xx2(2 +6) .Write its algebraic expression.

The algebraic form of an arithmetic sequence is 5n+5 Can the difference of any two terms of this sequence be 368? Justify.

The algébraic form of an arithmetic sequence is 5n+3. a) What is the first term of the sequence? b) What will be the remainder if the terms of the sequence are divided by 5?

The terms in two positions of an arithmetic sequence is given below. Write the first five terms of the sequence. 3^(rd) term 2, 5^(th) term 3

The terms in two positions of an arithmetic sequence is given below. Write the first five terms of the sequence. 2^(nd) term 5, 5^(th) term 2