Question

7 единиц первого разряда, 8 единиц второго разряда = 7 единиц первого разряда , 8 единиц второго разряда = 7 единиц первого разряда , 8 единиц третьего разряда = 7 единиц второго разряда , 8 единиц третьего разряда = 2 единицы второго разряда , 3 единицы третьего разряда= 1 единица первого разряда, 2 единицы второго разряда , 3 единицы третьего разряда = помогите пожалуйста

Answer 1

=87
=87
=807
=870
=320
=321
ну, как то так получается

Answer 2

Solving the Equation

To solve the given equation, we can use the information provided and the principles of positional numeral systems. Let's break down the equation step by step.

1. Given Equation: - 7 units of the first order, 8 units of the second order - 7 units of the first order, 8 units of the third order - 2 units of the second order, 3 units of the third order - 1 unit of the first order, 2 units of the second order, 3 units of the third order

2. Understanding the Positional Numeral System: - In a positional numeral system, the value of a digit depends on its position or place in the number. - For example, in the decimal system, the number 123 can be broken down as (1 * 100) + (2 * 10) + (3 * 1).

3. Applying the Given Information: - We can use the given information to deduce the values of the different orders.

4. Solving the Equation: - By comparing the given values, we can deduce the values of each order.

Deduced Values

Using the given information, we can deduce the following values for each order: - First order: 1 - Second order: 2 - Third order: 3

Therefore, the solution to the given equation is: - 1 unit of the first order, 2 units of the second order, 3 units of the third order.

This solution is derived by comparing the given values and deducing the corresponding values for each order.

I hope this helps! If you have further questions or need additional assistance, feel free to ask.