請問誰有這張考卷的解答 謝謝

全部 數學 高中 ★8 AA+1+3E+ 數學 高中 ±±00+ 高中 5天前 AKME 002超簡單,費用差 92 | 數學 數學2 學習卷 學習卷5008 本 單元7 數學期望值 - 單選題(每題7分,共14分) ( ) 1. 一批6個燈泡中有2個不良品,小明隨機買2個燈泡,買 5 為? (1)/(2) (2) — (3) 1/2 (4)号 (5) 2 6 解答 1 5天前 ZAKOE +116 < 數學 。

可以教我一下嗎

3ef4ta=21-2tt-a) Ir Fu y-6 z +1 z+2 x - 3 y-5 ,L與Le 相交, 2. Li : 9. x+6 4 L2 : 4 -5 5 a 試求:交點P的坐標為(1, ) ) a= [ 661 D) 【角平分線】 x+1 y-3_ 1. 試求 Li: 2-21 L2 : x _y+l 1 2 的交角平分線參數式為? -2.

這種題目到底怎麼算啊 我真真真分辨不出來

a b c 【段b +7(x-x-12 c 16+c-a cta-b atb-c) a = 10, *c+a-b a+b-c b+c-a Zİ= ( 40 ) |a+b-cb+c-a c+a-b| C a b n - 4 X +3 - (x-4) a b C routine X (101 IP 9 a-26 3b-4c 5c r = 4,試求p-2g 3g-4r Sr 之值! [x-2y 3 – 4z 5z bo x Y z 1.0= a az az 3a, -2c 4c 2a, +5b, Mob. +3 , i* 3a, -2C, 4c 20, +56, 83 lid 1 C2 3az -2c3 4c2 2az +5b3 OS g -41 a a (124b e d g d 1 2a – 3d h = 8, 6 me |=3,試求行列式 26 -3e h-4nm 的值=1 = 3) 2b = 1 cf 2c -3f k-An e n C f k 程灌高中數學~數學易學】P-73

求解第5題

PROPERTIES OF CURVES (Chapter 13) 340 ACTIVITY Click on the icon to run a card game on curve properties. REVIEW SET 13A b y = x - 5x + 2 at (2,0) 1 Find the equation of the tangent to: a y=-222 at the point where x = -1 1-2x at (1, - d f(x) = (3x-1 at the point where 1 = e f(x) = ln(x-2) at the point where x = e. 2 Find the equation of the normal to: a y = 13.1 +4 at (4,4) y = 3e2: a Find a. b at the point where I = 1. 3 At the point where x = 0, the tangent to f(x) = 4x + px + q has equation y = 50-1 Find p and q. 4 Find all points on the curve y = 22 + 3.22 - 10x +3 where the gradient of the tangent is 2 5 The line through A(2, 4) and B(0,8) is a tangent to y= (x + 2)2 6 Find where the tangent to y = 228 +4x – 1 at (1,5) meets the curve again. a Find the equation of the normal to y = e2c at the point where x = a. b Hence find the equation of the normal to y = e21 which passes through the origin. 8 Find the coordinates of P and Q if (PQ) 5 y = at (1,5). va 7 YA is the tangent to P (1,5) 5 y = Q The tangent to y = x+/T = c at * = -3 cuts the axes at points A and B. Determine the area of triangle OAB. Find intervals where f(x) = -23 - 6x2 + 36x - 17 is: a increasing Consider the function f(x) = 2x3 - 3x2 - 360 +7. a Find and classify all stationary points. b decreasing b Find intervals where the function is increasing and decreasing. Describe the behaviour of the function as 200 and as X-→ -0. d Sketch the graph of y=f(x) showing the

求第5題

(2)設S={x|2<x<7,xER},T={x|-1<x<5,rER},宇集U為所有實數,試求下列各 集合: SUTE = {x\ -1 <A = % XER} 3 S-T= Jo 7-s=1 〈 <29 © SUT' 2,4520373ER} & s-1={(154x=122ER} > SN7={x/2.835, KER] 解

求第5題

(2)設S={x|2<x<7,xER},T={x|-1<x<5,rER},宇集U為所有實數,試求下列各 集合: SUTE = {x\ -1 <A = % XER} 3 S-T= Jo 7-s=1 〈 <29 © SUT' 2,4520373ER} & s-1={(154x=122ER} > SN7={x/2.835, KER] 解

求第5小題

(2)設S={x|2<x<7,xER},T={x|-1<x<5,rER},宇集U為所有實數,試求下列各 集合: SUTE = {x\ -1 <A = % XER} 3 S-T= Jo 7-s=1 〈 <29 © SUT' 2,4520373ER} & s-1={(154x=122ER} > SN7={x/2.835, KER] 解

高一數學數列與遞迴關係，請問這題如何解，謝謝

遞迴關係 第二冊第一單元数列奥运關係 4.已知等比數列《a》滿足d, -4=2.4 + a = 10,求a的值。 Az-a,=2 Ha3 +0,00 A2 +93e12 air+air ²12 ai tai ra

第五題求解

Px ? 軸上的點 AGC47 面積的最大可能值為 7 P415,則 司2 2 選 4 如右圖,若 194E4,123E8,且 /4Op-60 , /z540-90 [中和2 '則 8 點坐標為 5 右圖中 A4C 內三貼 /,9,A,若向量 4-=匕,豆=282,環=2歡, 一 一, 一一 部 ) 且 =>x-2有+y4C ,則數對 Go,2= 一9

求解 選項1、3、5！ 🙏

2 同 =#2-3e 朋2在2與2之間 站上