Hello,Can someone please show how to solve this problem?Thanks **Problem 3: International Space Station (ISS) Calculations**The International Space Station (ISS) is in orbit at a radius of 6,800 km and completes one full circle in 90 minutes. Its size is about 100 m in the longest direction.**Tasks:**a. Calculate the centripetal acceleration on the ISS.b. Calculate the orbital (tangential) speed \( v \) of the ISS.c. Calculate the angular velocity of the ISS.d. For an observer on Earth, what viewing angle is the ISS taking up?e. According to special relativity, a second on the ISS (\( \Delta t' \)) is longer than a second on Earth (\( \Delta t \)) as described by the equation below. Here, \( c = 3 \times 10^8 \, \text{m/s} \) is the speed of light. Over the course of a one-year stay on the ISS, how much less have the astronauts aged compared to had they stayed on the ground?\[\Delta t' = \frac{\Delta t}{\sqrt{1 - \frac{v^2}{c^2}}}\]

We know centripetal acceleration ac=v2rwhere v and r are velocity and radius we know speed =Distance…

3) The International Space Station (ISS) is in orbit at a radius of 6 800 km, and completes one full circle in 90 minutes. Its size is about 100 m in the longest direction. a. Calculate the centripetal acceleration on the ISS. b. Calculate the orbital (tangential) speed v of the ISS. c. Calculate the angular velocity of the ISS.

3) The International Space Station (ISS) is in orbit at a radius of 6 800 km, and completes one full circle in 90 minutes. Its size is about 100 m in the longest direction. a. Calculate the centripetal acceleration on the ISS. b. Calculate the orbital (tangential) speed v of the ISS. c. Calculate the angular velocity of the ISS.