Pluto has a small orbiting moon around it that orbits 2.54 x 106 m from its centre and it takes 1 hour and 7 minutes to go around Pluto once. Using this information, calculate the mass of Pluto. (6.0 x 1023 kg)

I am a little lost on how to re draw this graph. I appreciate the help.  Thank you

Just wanted to check if my answers are correct :) please let me know if I’ve made any mistakes.

Please help within the next two hours. Your answer can be simple, but I need it fast. I only need #2 answered, I included #1 because it has some background.

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Provide your calculations, including all relevant steps are included and your units are labeled. The plane carrying the supplies will be cruising at a constant velocity of 250 miles per hour relative to the ground and at a height of 2,650 meters above the target site. Using this information, create a supply drop plan including all required information and calculations outlined below. As you are completing your supply drop plan, remember that correct SI units are a required component of your calculations and descriptions. A) Provide your calculations, including all relevant steps are included and your units are labeled. B) Describe the components of the kinematics equations used in your initial calculations below.

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answer item 2.41 Solve the given problem. Use a handwritten calculation and provide a given-required-solution format. Box your final answer

1 Base your answer to the question on the information below and knowledge of physics. your On a flat, level road, a 1500-kilogram car travels around a curve having a constant radius of 45 meters. The centripetal acceleration of the car has a constant magnitude of 3.2 meters per second squared. Calculate the car's speed as it travels around the curve. [Show all work, including the equation and substitution with units.]

3 Math Practice Name: Physics 357 Some Initial Math Practice, Part 2 Unit analysis is the method by which you use ratios, or fractions, to convert quantities between units, e.g., inches to meters or seconds to minutes. The trick is to establish ratios whereby the unit that you want lives in the numerator and does not get canceled out by the denominator. Here are two examples: How many quarters are in $5? Well, you know there are 4 quarters in a dollar, so.. quarters X 5 dollars 0 quarters 1 dollar 1 Note that the dollars in the numerator cancels out with the dollar in the denominator, so what you're left with is quarters. How many dollars is 17 quarters? 1 dollar 17 quarters 4.25 dollars - X 4 quarters 1 Note that we just flipped the conversion ratio to get the units that we wanted in the numerator! 1. How many miles is 2200 meters? (By the way, don't just google it! - do a web search or look in a physics text to find the conversion ratio and then set it up like the example above) 2.…