1. The domain of definition of the function y = 2tan (π / 3-x / 2) is? Period is? 2. What is the increasing interval of the function y = Tan (x / 2 + π / 3)?

one
The domain π / 3-x / 2 is not equal to K π + - π / 2
5 rows / 3-2k rows are not equal to X
And - row / 3-2k row is not equal to X
The cycle is 2 rows
two
The increasing interval is k-row / 2

RELATED INFORMATIONS

1. Find the domain of definition, minimum positive period and monotone interval of function f (x) = 3tan (x - π / 3)
2. Finding the domain of definition, period and monotone interval of function y = 2tan (2x + π / 6)
3. Given the function f (x) = sin (x + π / 6), where x ∈ [- π / 3, a], if the range of F (x) is [- 1 / 2,1], then the range of a is
4. If the domain of the function y = 3 / (1-x) is known to be (negative infinity, 1] u [4,7), then the domain of the function is I don't understand at all
5. Find the definition and range of the following function y = (3-2 ^ x) / (2 ^ x-1)
6. If f (2x + 1) = x ^ 2 + 3x + 1, then the analytic expression of F (x) is?
7. Given f (x 2) = 3x ^ 2-2x 1, find the analytic expression of F (x)
8. ﹙2x+5﹚2+﹙x-1﹚﹙3-x﹚-﹙x+4﹚﹙2-3x﹚
9. F (2x-1) = x square-3x + 1 to solve? I'm in a hurry. I will. Speed
10. F (x + 2) = 3x square + 2x-1, find f (x-1) Please give me an answer
11. Find the domain of definition, period and monotone interval of function y = 2tan (π - 6 - X - 3)
12. The range and definition of y = ax (exponential function) are [M, n]?
13. Given that the definition field of exponential function y = a ^ x (a > 1) is [C, D], and the value range is also [C, D], what is the value range of a?
14. Given that the definition and range of exponential function f (x) = a ^ X are (m.n), the value range of a is obtained
15. Given that the value range of x-3 * 2x + 3 of function y = 4 is [7,43], try to determine the value range of X It should be known that the value range of X + 3 of x-3 * 2 of function y = 4 is [7,43]. Try to determine the value range of X. Sorry
16. If the function y = x ^ 2-6x + 4 is a decreasing function in the interval [0, M], then the value range of M is
17. If the function y = x & # 178; - 6x is a decreasing function in the interval (- ∞, a), then the value range of a
18. The decreasing interval of function y = x2-6x is () A. （-∞，2]B. [2，+∞）C. （-∞，3]D. [3，+∞）
19. What is the monotone decreasing interval of known function y = - x2 square + 4x-3
20. Finding monotone increasing interval of - x-3x + 2 of function y = 2