Answer:
C.
Explanation:
A peeler removes fruit and vegetable skins in small strips.
Considering the full question, Munnabhai miss to learn <u>Agile Phases</u>.
Given that Munnabhai could not recollect anything about short iterations in Agile Manifesto, it should be noted that iterations is part of <u>Agile Phases</u>.
<h3>What is Agile Phases?</h3>
Agile Phases is the term that is used to describe the stages or phases in which project is executed.
Agile Phases include the following phases:
- Concept,
- Inception,
- Iteration,
- Release,
- Maintenance,
- Retirement
Hence in this case, it is concluded that the correct answer is <u>Agile Phases.</u>
The full question is:
Munnabhai knows the four values of Agile Manifesto by heart. However, he was confused when a customer spoke with him, highlighting Agile characteristics of short software development cycles or iterations. He could not recollect anything about short iterations in the Agile Manifesto. What did he miss to learn about?
Learn more about <u>Agile Phases</u> here: brainly.com/question/23661838
Answer:
Identity comes from many aspects, including political struggles that inspire how one lives life.
Explanation:
Took the test !!!
A because if your emphasizing sleep
The you should keep that sentence
The acceleration of the pendulum mass D is; r"_d = [x''(t) + lθ'' cos θ - lθ'² sin θ]i - l[θ'' sin θ - θ'² cos θ]j
<h3>What is Kinematics of particles?</h3>
Kinematics is the study of the geometry of motion of particles, rigid bodies, etc., disregarding the forces associated with these motions. However, Kinematics of a particle is the motion of a point in space.
From the sample problem, we can solve it using the (x, y, z) coordinate system to get;
r_c = x(t) i
r_d = [x(t) + l sin θ]i + l cos θ j
Finding the first derivative of r_d gives velocity as;
r'_d = [x'(t) + lθ' cos θ]i - lθ' sin θ j
Taking the second derivative of r_d gives the acceleration as;
r"_d = [x''(t) + lθ'' cos θ - lθ'² sin θ]i - l[θ'' sin θ - θ'² cos θ]j
A sample problem of kinematics of particles is;
A block C slides along the horizontal rod, while a pendulum attached to the block can swing in the vertical plane. Find the acceleration of
the pendulum mass D.
Read more about Kinematics of Particles at; brainly.com/question/26269548
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