Question

Can you solve this?
$$\begin{array}{rl}& 22+4=24\\ & 13+6=16\\ & 80+2=82\\ & 67+9=??\end{array}$$

Answer 1

Hint: In this problem, we have to find the missing term in the given pattern. We can first see the given pattern, we can see that the pattern has numbers in which two numbers add up to give a third number, where the third term is equal to the tens place of the first term and the ones place of the second term. We can now say that the missing term will be the tens place of the first term and the ones place of the second term. We can now find the number.

Complete step by step answer:
Here we have to find the missing term in the given pattern.
We know that the given pattern is,
$$\begin{array}{rl}& 22+4=24\\ & 13+6=16\\ & 80+2=82\\ & 67+9=??\end{array}$$
We can see that the given pattern has three terms, where the first and second term add up to give the third term.
Here we can see that where the third term is equal to the tens place of the first term and the ones place of the second term.
We can now say that the first term 67 has 6 in the tens place and the second term 9 is the ones place, then the missing term will be
$$\Rightarrow 67+9=69$$
Therefore, the pattern will be
 $$\begin{array}{rl}& 22+4=24\\ & 13+6=16\\ & 80+2=82\\ & 67+9=69\end{array}$$

Note: We should know to solve these types of problems logically. We may get confused as we have to add those numbers for the result, but we have to understand in what type the pattern is written and how we have to solve it in a logical way.