Question

Можно ли восстановить пропущенные цифры, чтобы равенство было верным: 10⋅∗=3⋅(3⋅∗+5)? Звёздочки могут обозначать одинаковые цифры, а могут и разные. Число звёздочек соответствует числу цифр.

Answer 1

Можно, это цифры 6 и 5

Answer 2

Can the missing digits be determined to make the equation true: 10⋅∗=3⋅(3⋅∗+5)?

To determine if the missing digits can be determined to make the equation true, we need to analyze the equation and find a solution.

Let's break down the equation: - 10⋅∗ represents a two-digit number with a missing digit. - 3⋅(3⋅∗+5) represents a three-digit number with a missing digit.

To solve this equation, we can follow these steps:

1. Expand the equation: - 10⋅∗ = 3⋅(3⋅∗+5) - 10⋅∗ = 9⋅∗ + 15

2. Simplify the equation: - 10⋅∗ - 9⋅∗ = 15 - ∗ = 15

Based on the given equation, the missing digit (∗) cannot be determined to make the equation true. The equation does not have a unique solution.

Please note that the search results provided by You.com did not directly address the specific equation given in the question. Therefore, the solution provided above is based on mathematical reasoning and not on the search results.