Each, either, other, both, neither, every, any, another, all, none

The following is a summary of my own study. Please study it slowly and remember these knowledge points. Summary of English knowledge points and…” Even

RELATED INFORMATIONS

1. Within of either of each of both of
2. No, either, neither, all, each, every, both?
3. A kind of and this kind of are followed by singular or plural nouns. Please add a sentence pattern
4. Given Arg (- 2 + I) = a, Arg (- 1-3i) = B, find a + B
5. Arg (2I) = π why shouldn't it be = Arg (2)? The original problem is to find the expansion rate and rotation angle of W = Z ^ 2
6. Given Arg (- 1 + 2I) = α, find sin (2 α + 2 π / 3)
7. arg（1+i）=?
8. The imaginary part of the complex Z is not 0. And Z ^ 3 + Z + 1 = 07? I'm sorry to repeat the title: the imaginary part of the complex Z is not zero, and the cubic power of Z + Z + 1 = 0, how to find the value range of | Z |?
9. If Z ^ 3 = 1, then Z ^ 3 + 2Z ^ 2 + 2Z + 20 =?
10. Given the complex Z. = 3 + 2I, the complex Z satisfies Z. * z = 3Z + Z. then the complex Z is equal to?
11. How to use both / all / neither / none / either / each of?
12. Are arm and arms, sands, cloth and clothes countable nouns or uncountable nouns?
13. Clothes is a countable noun? give sb.some Are suggestions / imformation for or about or on sth? Skills is a countable noun After doing right? All the year round or around? Continue doing or with or to do sth To be very accurate, it is important to be accurate!
14. Are clothes countable nouns or uncountable nouns? If it's a countable noun, So what's its prototype / plural (I don't know which one) is?
15. 1、 The greatest common divisor of 840 and 1764 can be obtained by division 2、 Find the greatest common divisor of 440 and 556 by phase change subtraction
16. Given f (x) = 1 / 2 (SiNx + cosx) - 1 / 2 absolute value SiNx + cosx, find the range of F (x)
17. Let 3 ^ a = 4 ^ B = 36. Then what is 2 / A + 1 / b?
18. If the function y = 2sinx + acosx range [- 3,3], then what is a equal to?
19. As shown in the figure, in △ ABC, the linear equation of the height on the BC side is x-2y + 1 = 0, and the linear equation of the bisector of ∠ A is y = 0. If the coordinates of point B are (1,2), the coordinates of point a and point C are obtained
20. On the operation of complex numbers, the numerator is (1-radical 3I) ^ 15 - (1 + radical 3I) ^ 6, and the denominator is (- 1 + I) ^ 12