Given the function f (x) = 2sinxcos (x + Pie / 6) - cos2x + m when x (x) The minimum value of M is - 3
F (x) = 2sinxcos (x + π / 6) - cos2x + M = sin (2x + π / 6) - sin (π / 2-2x) + m - sin (π / 6) = 2 * sin (2x - π / 6) * cos (π / 3) + m - Sin (π / 6) = sin (2x - π / 6) + m - 1 / 2F (x) minimum: m - 3 / 2; m = - 1.5
RELATED INFORMATIONS
- 1. There are () different ways to make a rectangle or square with 36 squares of 1 square meter Please make a table
- 2. The equation for finding the line L is that the line L passes through the point (1,0) and the angle between the line L 1: root 3x + y-root 3 = 0 is 30 degrees What do you do when k doesn't exist
- 3. Z = sin (XY) + xiny for the partial derivatives of X and Y respectively
- 4. Add add, subtract, multiply and divide between 1, 2, 3, 4 and 5 to make the result equal to 168
- 5. As shown in the figure, the area of a point a on the image of the inverse scale function and the rectangle ABCD enclosed by the coordinate axis is 8, then the relation of the inverse scale function is___ .
- 6. 2, - 3, - 4, 5 how to calculate 24 o'clock
- 7. What is the area of the figure enclosed by the curve y = 2x2, the straight line y = - 4x-2, and the straight line y = 1 The area of the figure enclosed by the curve y = 2x2, the straight line y = - 4x-2 and the straight line x = 1 is
- 8. If the length ratio of the three edges of a cuboid passing through a vertex is 1:2:3 and the diagonal length is 214, the cuboid volume is______ .
- 9. If the area of the triangle formed by the function y equals two-thirds of minus x plus B and the coordinate axis is 12, then B =?
- 10. The system of linear equations x + 2Y = 4K with respect to X and Y is known The solution of 2x + y = 2K + 1 satisfies - 1
- 11. Cut some rectangular pieces of paper 3cm in length and 2cm in width. At least several pieces of paper are needed to make a square. What is the relationship between the side length of a square and the length and style of the rectangle?
- 12. Find ∫ ln (e ^ x + 1) / e ^ x DX
- 13. A rectangular conference room is 9 meters long and 8 meters wide. If you use square tiles with a side length of 2 decimeters, how many bricks do you need
- 14. Let the population x obey the normal distribution x ~ n (μ, σ ^ 2), and x1, X2,..., xn be a sample from the population, Let u = [√ n (x - μ)] / σ, then d (U)=(
- 15. The side length of a square is equal to the diameter of a circle. It is known that the perimeter of the square is 20cm. How many square centimeters is the area of the square larger than that of the circle?
- 16. If lgx = 3.1502, what is x equal to?
- 17. Put a round scissors into a rectangle, increase the circumference by 8 cm, and find the circumference and area of the circle
- 18. The maximum and minimum of sine function y = - 6sin (2X-4 π) + 1 Seeking process
- 19. The distance between the two feet of a compass is 5cm. If you draw a circle, what is the circumference of the circle______ What is the area of this circle______ .
- 20. Physics problems in grade two The total mass of an empty bottle filled with water is 700g. If 108G metal block is put into the empty bottle, the total mass is 768g 1. Volume of metal block 2. The density of this metal block You can't do it with buoyancy. I haven't learned it