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题目
题目

MCD2130 - T2 - 2025 Lecture Task Week 7

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Question text Consider the angle [math: θ]{\theta} in standard position with its terminal side intersecting the circle at [math: P=(20,48)]P=({20},{48}) Note: Write your answers as a fraction [math: p]/[math: q]. a) [math: sin⁡(θ)=]\sin(\theta)= [input] b) [math: cos⁡(θ)=]\cos(\theta)= [input] c) [math: tan⁡(θ)=]\tan(\theta)= [input] Check Question 4

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思路分析
The problem gives the point P = (20, 48) on the terminal side of angle θ in standard position, and the circle radius is the distance from the origin to P, which is r = sqrt(20^2 + 48^2) = sqrt(2704) = 52. The sine, cosine, and tangent of θ are defined in terms of th......Login to view full explanation

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为了让更多留学生在备考与学习季更轻松,我们决定将Gold 会员限时免费开放至2025年12月31日!