Question

Find the value of the sum of the 34th term of the pattern of the even numbers starting from 2 and the 34th term of the pattern of the odd numbers starting from 1​

Answer 1

Even numbers start from 2

a=2

d=2

`\\ \rm\hookrightarrow a_(34)=2+(33)(2)=68`

odd numbers start from 1

• a=1
• d=2

`\\ \rm\hookrightarrow a_n=a+(n-1)d`

`\\ \rm\hookrightarrow a_(34)=1+(34-1)2=1+66=67`

Sum=67+68=135

Answer 2

• 135

Explanation:

34th term of odd and even sequences are 67 and 68.

Their sum is:

• 67 + 68 = 135