The question asks what the opcode is in the expression $2^6$. The last question asks if the expression $22/7 == 22 \7 *$ is true or false. Since the context is programming, the symbol `^` typically denotes exponentiation and the symbol `\` probably denotes integer division. The question concerning 22/7 probably intends to check whether it will perform integer division or floating point division, and how that is evaluated compared to the same operation and multiplication performed later.

1. Problem Description

The question asks what the opcode is in the expression $2^6$. The last question asks if the expression $22/7 == 22 \7 *$ is true or false. Since the context is programming, the symbol `^` typically denotes exponentiation and the symbol `\` probably denotes integer division. The question concerning 22/7 probably intends to check whether it will perform integer division or floating point division, and how that is evaluated compared to the same operation and multiplication performed later.

2. Solution Steps

First, let's solve "What is the opcode in the statement $2^6$?".

The opcode is the symbol that represents the operation being performed. In this case, the operation is exponentiation, which is represented by the `^` symbol.

Second, let's evaluate $22/7 == 22 \7 *$

$22/7$ is typically floating point division and yields approximately $3.1428$.

$22 \7$ likely represents integer division, giving

3. Then multiply by something unknown * yielding $3 * something$. If $22 \7 *$ is equal to $22/7$, $3 * something = 3.1428$. So $something = 1.0476$. However, if $22/7 == 22 \7 * 1$, the statement is not true since $3.1428 != 3$.

Since there is * at the end, it will be read as a wildcard.

However, if `\` represents integer division in this context, the expression `22 \ 7` would result in

3. Thus, `22 \ 7 *` evaluates to 3 times some unknown value, which must then be compared to the result of `22/7`. The question is most likely asking whether floating point arithmetic is equivalent to integer division.

3. Final Answer

The opcode in the statement $2^6$ is `^`.

The expression $22/7 == 22 \7 *$ is False.