Abel is not sure why, from h = Yi Sih- 0, the height the tennis ball reaches is maximum when 0, = 90°, and 2g asks Kato to explain. Which of Kato's responses is correct? O "When 0, = 90°, sin? 0, = sin(20,) = 1, which is its maximum value, so h is maximum." "When 0, = 90°, sin? 0, is maximum, so h is maximum." "When 0, = 90°, sin? 0, is minimum, so h is maximum." "When 0, = 90°, sin 0, = 1, sin? 0, = 2.1 = 2, which is its maximum value, so that means h is maximum."
Abel is not sure why, from h = Yi Sih- 0, the height the tennis ball reaches is maximum when 0, = 90°, and 2g asks Kato to explain. Which of Kato's responses is correct? O "When 0, = 90°, sin? 0, = sin(20,) = 1, which is its maximum value, so h is maximum." "When 0, = 90°, sin? 0, is maximum, so h is maximum." "When 0, = 90°, sin? 0, is minimum, so h is maximum." "When 0, = 90°, sin 0, = 1, sin? 0, = 2.1 = 2, which is its maximum value, so that means h is maximum."
Related questions
Question
100%
Transcribed Image Text:Abel is not sure why, from h = Yi Sih- 0, the height the tennis ball reaches is maximum when 0, = 90°, and
2g
asks Kato to explain. Which of Kato's responses is correct?
O "When 0, = 90°, sin? 0, = sin(20,) = 1, which is its maximum value, so h is maximum."
"When 0, = 90°, sin? 0, is maximum, so h is maximum."
"When 0, = 90°, sin? 0, is minimum, so h is maximum."
"When 0, = 90°, sin 0, = 1, sin? 0, = 2.1 = 2, which is its maximum value, so that means h is
maximum."
Expert Solution
This question has been solved!
Explore an expertly crafted, step-by-step solution for a thorough understanding of key concepts.
This is a popular solution!
Trending now
This is a popular solution!
Step by step
Solved in 2 steps with 2 images
