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The problem depicted involves a projectile motion scenario, where a bullet is fired from a rifle at an initial speed \( v_0 = 427 \, \text{m/s} \) to hit a target located 91.4 meters away. The task is to determine the angles \( \theta_1 \) and \( \theta_2 \) at which the bullet should be fired to reach the target, and

Gambar diatas menunjukkan pandangan dari sebuah senapan yang telah 'dih arahkan' untuk mengenai target pada jarak 91,4 meter. Jika kecepatan peluru adalah v₀ = 427 m/s. a. Berapakah dua sudut yang mungkin, yaitu sudut θ₁ dan θ₂, antara laras senapan dan garis horizontal sehingga peluru dapat mengenai target? b. Berapakah waktu yang dibutuhkan peluru untuk mencapai target, dengan menggunakan 2 sudut tersebut?

Solve a physics problem involving projectile motion where a bullet is fired from a rifle at 427 m/s to hit a target 91.4 meters away. Learn how to calculate the two possible firing angles and the time needed to reach the target using kinematic equations and trigonometric identities.

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