Solve for Missing Values: ?:9×?+26=26 Equation Challenge

To solve this problem, let's carefully follow these steps:

First, examine the equation $?:9 \times ? + 26 = 26$. To maintain equality at 26 on both sides, the multiplication component should give a product of zero since adding zero to 26 keeps it unchanged.

Let's break this down:

• The structure of the equation implies $?:9 \times ? = 0$. This tells us that the multiplication must result in zero for the equality to hold without changing the addition outcome.
• To achieve $9 \times ? = 0$, the second '?' must be 0 because $9 \times 0 = 0$.
• This means the first '?' is 9 itself, as this does not influence the multiplication involving zero.

By selecting these values, substituting back simplifies to:

• $9:9 \times 0 + 26 = 26$
• This results in $0 + 26 = 26$, confirming the equation holds true.

Thus, the correct values to fill in are 9 and 0, making the equation valid.

Therefore, the solution to the problem is $9, 0$.