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What are the ways to describe characters (well, try to be less! We don't want to copy so much.)!
Description method: it is a way to describe the characters or scenery in vivid language
According to the content, there are two kinds of Description: character description and scenery description. There are six methods of character description, namely general description, portrait description, language description, action description, psychological description and detail description; scenery description includes static and dynamic, objective and subjective, contrast and contrast
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- 1. What are the ways to describe characters
- 2. What are the ways of character description? Such as the title
- 3. What are the five ways of describing characters
- 4. Evaluate (tan5 ° - cos5 °) sin20 ° / 1 + cos20 °
- 5. The value of tan20 ° + tan40 ° + 3tan20 ° · tan40 ° is () A. 3B. -3C. 33D. -33
- 6. Compare sin20 ° with sin20 ° 15 '
- 7. What is 40 degrees
- 8. 4cos50°-tan40°=______ ．
- 9. What's the difference between 4sin40 and tan40? Please write down the detailed process In the middle is the minus sign
- 10. Tan20 degree + tan40 degree + root 3 tan20 degree, tan40 degree =?
- 11. What are the methods of character description?
- 12. Is sin20 the opposite side divided by the hypotenuse? How much does sin20 wait? For example: tan20 = 0.364
- 13. It is known that the coordinates of the highest point and the lowest point of the image of the function f (x) = asin (ω X - π / 3) (a > 0, ω > 0) in a certain period are (5 π / 12,2), respectively, (11π/,-2) (1) Find the values of a and ω; (2) Given α ∈ (0, π / 2) and sin α = 4 / 5, find the value of F (α)
- 14. What are the parameters in the analytic expression y = asin (omega x + FAI)?
- 15. Let f (x) = asin (ω x + φ), X ∈ R (where a > 0, ω > 0,00,0)
- 16. The known function f (x) = asin (ω x + φ) + 1 (where a > 0, ω > 0,0)
- 17. It is known that the period of the function f (x) = asin (ω x + φ), X ∈ R (where a ＞ 0, ω ＞ 0, 0 ＜φ＜π / 2) is π and the lowest point on the image is m (2 Π / 3, - 2). The analytic expression of F (x) is obtained. When x ∈ [0, Π / 12], the maximum value of F (x) is?
- 18. The function f (x) = asin (ω x + ψ) (where a > 0, ω > 0,0) is known
- 19. The maximum value of the image of the function y = asin (Wx + φ) is 3, and the axis of symmetry x = π / 6, In order to make the analytic expression y = 3sin (2x + π / 6), we should also give a condition that is?
- 20. If the function y = 3sin (2x + π 6) is known, then the equation of its axis of symmetry is () A. x=0B. x=-π12C. x=π6D. x=π3