Question

In the nth term of an AP, if the expression is given as 37n+41, what would be the value of the 11th term?

A) 418
B) 407
C) 398
D) 385

Answer 1

The value of the 11th term in the arithmetic sequence given by the expression '37n + 41' is calculated by substituting n with 11 and performing the operations, resulting in a value of 448.

Step-by-step explanation:

To find the value of the 11th term in an arithmetic sequence where the nth term is given by the expression 37n + 41, we substitute n with 11:

11th term = 37(11) + 41

Next, we do the multiplication:

37 x 11 = 407

After that, we do the addition:

407 + 41 = 448

Therefore, the value of the 11th term is 448.