If 100 times the `100^(th)` term of an A.P with non zero common different equals the 50 times its `50^(th)` term, then the `150^(th)` term of this AP is

If 100 times the 100^(t h) term of an AP with non zero common difference equals the 50 times its 50^(t h) term, then the 150^(t h) term of this AP is (1) 150 (2) 150 times its 50^(t h) term (3) 150 (4) zero

If 100 times the 100^(t h) term of an AP with non zero common difference equals the 50 times its 50^(t h) term, then the 150^(t h) term of this AP is (1) 150 (2) 150 times its 50^(t h) term (3) 150 (4) zero

If 100 times the 100^(t h) term of an AP with non zero common difference equals the 50 times its 50^(t h) term, then the 150^(t h) term of this AP is (1) 150 (2) 150 times its 50^(t h) term (3) 150 (4) zero

If 100 times the 100^(t h) term of an AP with non zero common difference equals the 50 times its 50^(t h) term, then the 150^(t h) term of this AP is (1) 150 (2) 150 times its 50^(t h) term (3) 150 (4) zero

If 100 times the 100 th term of an A.P with non- zero common difference equals the 50 times its 50th term,then the 150th term of this A.P is a. 150 times its 50th term b. 150 c. 0 d. -150

If 100 times the 100 th term of an AP with non zero common different equals the 50 times its 50th term, then the 150th term of this AP is

If 100 times the 100 -th term of an A.P . With non-zero common difference equals the 50 times its 50-th terms, thenthe 150-th term , of this A.P is -

If 100 times the 100th term of an AP with non-zero common difference equals the 50 times its 50th term, then the 150th term of this AP is

If 100 times the 100th term of an AP with non-zero common difference equals the 50 times its 50th term, then the 150th term of this AP is