Pocket tanx

To convert an angle x from degree to radian, we have to multiply x by (π/180). However, there is a small problem because it is rather difficult to obtain the precise value of π, fortunately, there is a way to do it in VB. First of all, we know that an arc tangent of 1 will return the value of 45° which is π/4 radian. So, to obtain the value of π, just multiply the arc tangent of 1 with 4. Now, we are ready to enter the code for all the above additional buttons.For the Sin button, enter the following code:Private Sub CmdSin_Click()sinx = Round(Sin(displayValue * 4 * Atn(1) / 180), 4)panel.Caption = sinxEnd Sub* The Round function is to correct the output to certain number of decimal places.For the Cos button, enter the following code:Private Sub CmdCos_Click()cosx = Round(Cos(displayValue * 4 * Atn(1) / 180), 4)panel.Caption = cosxEnd SubFor the Tan button, enter the following code:Private Sub CmdTan_Click()tanx = Round(Tan(displayValue * 4 * Atn(1) / 180), 4)panel.Caption = tanxEnd SubFor the Ln button, enter the following code:Private Sub CmdLn_Click()panel.Caption = Log(displayValue)End Suband for the Log button, enter the following code:Private Sub CmdLog_Click()panel.Caption = Log(displayValue) / Log(10)End SubThe interface is shown below:Scientific Calculator created using Visual Basic 6

11 (sách cũ)Chương 1: Phép dời hình và phép đồng dạng trong mặt phẳngChương 3: Vectơ trong không gian. Quan hệ vuông góc trong không gianHi vọng với bài tóm tắt công thức Toán 11 này, học sinh sẽ dễ dàng nhớ được công thức và biết cách làm các dạng bài tập Toán lớp 11. Mời các bạn đón xem:Công thức giải nhanh Toán lớp 11 Chương 1 Đại sốI. HÀM SỐ LƯỢNG GIÁC 1. Hàm số y = sinx - TXĐ: và -1 ≤ sinx ≤ 1 , - Là hàm số lẻ - Là hàm số tuần hoàn chu kì là 2π - Hàm số đồng biến trên - Hàm số nghịch biến trên 2. Hàm số y = cosx - TXĐ: và -1 ≤ sinx ≤ 1 , - Hàm số chẵn - Là hàm số tuần hoàn chu kì là 2π - Hàm số đồng biến trên (-π + k2π ; k2π) - Hàm số nghịch biến trên (k2π ; π + k2π) 3. Hàm số y = tanx -TXĐ: - Hàm số lẻ - Là hàm số tuần hoàn chu kì là π - Hàm số đồng biến trên - Có các đường tiệm cận 4. Hàm số y = cotx - TXĐ: - Hàm số lẻ - Là hàm số tuần hoàn chu kì là π - Hàm số nghịch biến trong (kπ π + kπ) - Có các đường tiệm cận x = kπ II. CÔNG THỨC LƯỢNG GIÁC +) Công thức lượng giác cơ bản: +) Giá trị lượng giác của các cung có liên quan đặc biệt. - Cung đối nhau: α và -α cos(-α ) = cos α sin(-α ) = -sinα tan(-α ) = -tanα cot(-α ) = -cot α. - Cung bù nhau: α và π -

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