10.1. Which section (quadrant) of the intersectoral balance characterizes the intersectoral material flows, ie the intersectoral distribution of means of production in the form of objects of labor?

1) I;

2) ;

3) III;

4) IV.

10.2. In which section (quadrant) of the intersectoral balance is presented the sectoral structure of the final product, which goes from the sphere of production to the sphere of consumption and accumulation?

1) I;

2) ;

3) III;

4) IV.

10.3. Indicators of which section (quadrant) of the intersectoral balance reveal the value of the sectoral structure of national income and its distribution of wages and net income in all sectors of material production?

1) I;

2) ;

3) III;

4) IV.

10.4. Indicators of which section (quadrant) of the intersectoral balance express the income of the population, enterprises, government, determine their share in the consumption and accumulation of all aggregate final products? 1) I;

2) ;

3) III;

4) IV.

10.5. The volume of production of the i -th industry used in the production of all products of the j -th industry in the intersectoral balance is called:

1) intersectoral flows;

2) national income;

3) net income;

4) wages.

10.6. Balance equations of production and distribution of products for the i -th industry are recorded as follows:

1) the gross output of the i -th branch is equal to the sum of intersectoral flows and final output;

2) gross output of the i -th branch is equal to the product of intersectoral flows and final products;

3) gross output of the i -th branch is equal to the sum of wages and final products;

4) gross output of the i -th industry is equal to the ratio of intersectoral flows to the final product of the i -th industry

. 10.7. What values in the intersectoral balance indicate how many units of production of the ith industry need to be spent to produce a unit of production of the j -th industry?

1) coefficients of direct labor intensity;

2) coefficients of direct capital intensity;

3) coefficients of direct material costs;

4) coefficients of total material costs.

10.8. Total labor costs in the intersectoral balance are calculated as:

1) the difference between gross output and total capital intensity;

2) the ratio of gross output and direct labor costs transferred to the output through spent means of labor;

3) the product of gross output and direct costs of funds transferred to the output through the means of labor expended

4) the amount of direct labor costs transferred to the output through spent means of labor

10.9. The coefficients of direct capital intensity in the intersectoral balance show:

1) the size of production assets directly involved in the production process of this industry per unit of output;

2) the amount of production assets used for the production of gross and final products of this industry;

3) the value of production assets used for the production of all products of the intersectoral balance;

4) the size of production assets, proportional to the labor costs used to produce all products.

10.10. What is the formula for determining the coefficients of direct material costs of the intersectoral balance?

1) the difference between intersectoral flows and gross output of industries;

2) the ratio of intersectoral flows to gross output of industries;

3) the difference between intersectoral flows and labor costs;

4) the difference between intersectoral flows and costs of funds.

10.11. According to which formula are the coefficients of total material costs of the intersectoral balance, where A is the matrix of direct material costs, X is the matrix of intersectoral flows?

1) the matrix inverse to the matrix (E-A);

2) the matrix (E-A), elevated to the square;

3) matrix (E-A), multiplied by the final and gross output;

4) the matrix (A-E), elevated to the square.

10.12. The prerequisites for building a matrix intersectoral balance include:

1) the linear nature of the relationship between costs and volume of output;

2) the whole national economy is represented as a set of n- modes of production or n- industries such that each industry produces only one and only one type of product;

3) each type of product is produced by only one and only one method of production;

4) all answers are correct.

10.13. Choose the correct statement about the relationship between the number of industries of producers and consumers in intersectoral balance models:

1) the number of industries of producers and consumers is the same;

2) the number of industries of producers and consumers are different;

3) the number of consumer industries is twice as large as producers:

4) no ratio between the number of industries of producers and consumers in the intersectoral balance is observed.

10.14. What does each row of the intersectoral balance chart show if the rows show the industries of the producers and the columns show the consumers?

1) the structure of material costs and net output of each industry;

2) distribution of sales of each industry;

3) distribution of final and gross output;

4) the structure of wages.

10.15. What does each column of the intersectoral balance chart show if the rows show the manufacturers' industries and the columns show the consumers?

1) distribution of sales of each industry;

2) the structure of material costs and net output of each industry;

3) distribution of final and gross output;

4) the structure of wages.

10.16. What property is performed for quadrants of intersectoral balance:

1) the sum of the elements of the second quadrant is equal to the sum of the elements of the third quadrant;

2) the sum of the elements of the first quadrant is equal to the sum of the elements of the second quadrant;

3) the product of the elements of the second and third quadrants is equal to the sum of the elements of the first quadrant;

4) the product of elements of I and III quadrants is equal to the sum of elements of II + IV quadrants.

10.17. The main indicators of the intersectoral balance include:

1) coefficients of direct material costs;

2) coefficients of total material costs;

3) coefficients of direct and full labor and capital intensity;

4) all answers are correct.

10.18. In the intersectoral balance under the final product means:

1) the volume of production of the i -th industry, used in the production of all products of the j -th industry;

2) each product area, which is distributed by for directions: to fund unproductive consumption (private and public), the Fund's gross savings (investment, provisioning, etc.) and for export;

3) the volume of products that are redistributed to the consumption of savings;

4) the volume of production of the i -th industry, used in the production of a unit of production of the j -th industry.

10.19. What do the coefficients of direct material costs in the intersectoral balance show?

1) how many units of production of the i- th industry must be sent to the j -th industry to produce one unit of production there;

2) how many units of production of the i- th industry must be sent to the j -th industry to produce all the products of the industry;

3) the need for labor costs of the i- th industry, necessary in the j -th industry to produce one unit of output there;

4) the need for funds of the i- th industry, necessary in the j -th industry to produce one unit of output.

10.20. What values in the intersectoral balance have the following interpretation: if the output of the final product j must be increased by one, then the gross output of product i must be increased by this value?

1) coefficients of direct material costs;

2) coefficients of direct labor intensity;

3) coefficients of direct capital intensity;

4) coefficients of total material costs.

10.21. According to which formula are the coefficients of direct labor intensity calculated?

1) the ratio of total labor costs in the industry to gross output of the same industry;

2) the ratio of total labor costs in the industry to the final products of the same industry;

3) the product of total labor costs in the industry and gross output of the same industry;

4) the product of the vector of gross output and the matrix of total material costs.

10.22. What do the coefficients of total material costs in the intersectoral balance show?

1) by how many units should the gross output of product i be increased , if the output of the final product j should be increased by one;

2) how many units of production of the i- th industry must be sent to the j -th industry to produce one unit of production there;

3) how many units of production of the i- th industry must be sent to the j -th industry to produce all the products of the industry;

4) the need for labor costs of the i- th industry, necessary in the j -th industry to produce one unit of output