Using historical materialism to explain philosophical basis The social responsibility of enterprises is closely related to the development of enterprises. We should put the concept of sustainable growth into the corporate culture and use historical materialism to explain the philosophical basis of this consensus

Using historical materialism to explain philosophical basis The social responsibility of enterprises is closely related to the development of enterprises. We should put the concept of sustainable growth into the corporate culture and use historical materialism to explain the philosophical basis of this consensus


The viewpoint of historical materialism
Social existence determines social consciousness, which reacts on social existence. Correct social consciousness promotes the development of social existence, while wrong social consciousness hinders the development of society
The concept of sustainable growth is a correct and positive social consciousness for the development of enterprises. It is beneficial to the good development of enterprises to implant it into the corporate culture



What are the plural forms of English special words (such as people)?


People is a collective noun, plural, different from those special nouns
The words that need special changes to become plural are as follows:
wife---wives
knife---knives
leaf---leaves
wolf---wolves
Negro---Negroes
hero---heroes
tomato---tomatoes
potato--- potatoes
foot---feet
goose---geese
tooth---teeth
child---children
man---men
woman---women
mouse---mice
sheep---sheep
deer---deer
fish---fish
datum---data
medium---media
bacterium---bacteria
curriculum---curricula
criterion---criteria
phenomenon---phenomena
analysis---analyses
basis---bases
crisis---crises
diagnosis---diagnoses



The circumference of the bottom surface of a cylinder is 25.12cm, and the height is 10cm. What is the surface area and volume of the cylinder? (formula)


Circumference = 2x3.14xr = 25.12, r = 4cm
Cylinder surface area = 3.14x4x2 + 10x25.12 = 351.68cm2
Cylinder volume = 3.14x4x10 = 502.4cm3



The greatest common factor and the least common multiple of 48 and 12


The greatest common factor of 48 and 12 is 12
The least common multiple is 48



In the triangle ABC, AB is equal to 9, BC is equal to 2, and AC is odd. What is the perimeter of the triangle ABC?


If the sum of any two sides of a triangle is greater than the third side and the difference between the two sides is less than the third side, then
∵AC+2>9
∴AC>7
∵AC<9+2
∴AC



It is known that the sum of two natural numbers is 54, and the difference between their least common multiple and greatest common divisor is 114_ And


It is known that the sum of two natural numbers is 54, and the difference between their least common multiple and greatest common divisor is 114_ And
24 and 30



In Excel, how to fill data according to this rule? Thank you. A = A1, B = B1, C = C1, d = D1. Let the one on the right be e = A2, f = B2, g = C2, H = D2 according to this rule
Let me make it clear. I put the data into the worksheet of the data source. Now B3 = data source C1 C3 = data source D1 D3 = data source E1 E3 = data source F1. I think the column on the right F3 = data source C2 G3 = data source D2 and so on. Is there a good formula to realize it?


You can't see the specific position of your abcdefgh information. Just from the literal analysis, you should want to convert four columns and multiple rows of information into one row of information. Then, suppose your data is in a: D four columns, then you enter the formula in E1 cell = index ($a: $D, round up (column (A1) / 4,), mod (column (A1) - 1,4) + 1)



The plural form of Tomato
There are also photo, boy, Chinese, Japanese, sheet, class, yourself and box


tomato→tomatoes
potato→potatoes
Photo → photos
boy→boys
Chinese→Chinese
Japanese→Japanese
Sheet → sheet (without s)
class→classes
yourself→yourselves
box→boxes



Given that the parabola y = x2 + (M + 1) x − 14m2 − 1 (M is an integer) intersects the X axis at point a, intersects the Y axis at point B, and OA = ob, then M is equal to ()
A. 2+5B. 2−5C. 2D. -2


∵ when x = 0, y = − 14m2-1 ∵ the intersection B of parabola and y-axis is (0, − 14m2-1), ∵ OA = ob ∵ the intersection a of parabola and x-axis is (− 14m2-1, 0) or (14m2 + 1, 0), ∵ 14m2-1) 2 + (M + 1) (− 14m2-1) − 14m2-1 = 0 or (14m2 + 1) 2 + (M + 1) (14m2 + 1) - 14m2-1 = 0, ∵ 14m2-1 = 0 or − 14m2 + 1 + 1 + 1 = 0 or 14m2 + 1 + m + 1-1 = 0, ∵ m is an integer Therefore, D



First, simplify, then evaluate. (1) the square of 2Ab - the square of 3A B-2 (the square of a, the square of b-ab), where a = - 1, B = - 2
(1) The square of 2Ab - the square of 3A B-2 (the square of a, the square of b-ab), where a = - 1, B = - 2;
(2) - 2 (quintic power of a - 7b) - 3 (quintic power of - 3A + 4b), where a = - 1, B = - 2


1. The square of 2Ab - the square of 3a, B-2 (the square of a, the square of b-ab), and,
=-a²b=2
2、
- 2 (quintic power of a-7b) - 3 (quintic power of-3a + 4b)
=11a^5-26b=-11-26*(-2)=41