NCERT Class 11-Math's: Chapter –9 Sequence and Series Part 14

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Fill in the Blanks in the Exercises 27 to 29

Question 27:

For a, b, c to be in G.P. the value of is equal to.............. .

Question 28:

The sum of terms equidistant from the beginning and end in an A.P. is equal to ............. .

Question 29:

The third term of a G.P. is 4, the product of the first five terms is ................ .

State whether statement in Exercises 30 to 34 are True or False.

Question 30:

Two sequences cannot be in both A.P. and G.P. together.

Question 31:

Every progression is a sequence but the converse, i.e., every sequence is also a progression need not necessarily be true.

Question 32:

Any term of an A.P. (except first) is equal to half the sum of terms which are equidistant from it.

Question 33:

The sum or difference of two G.P.s, is again a G.P.

Question 34:

If the sum of terms of a sequence is quadratic expression then it always represents an A.P.

Match the questions given under Column I with their appropriate answers given under the Column II.

Question 35:

 Column I Column II (a) (i) A.P. (b) (ii) Sequence (c) (iii) G.P.

(a) ↔ (iii)

(b) ↔ (i)

(c) ↔ (ii)

Question 36:

 Column I Column II (a) (i) (b) (ii) (c) (iii) (d) (iv)