I need help with 11c (i) and (ii).the first picture is for refference (c) The radius of the Earth (RE) is 3.7 times the radius of the Moon (RM), and themass of the Earth (Mp) is 82 times more than the mass of the Moon (MM). Whatis the numerical value for the ratio you found in the previous question?i. Using the information from 11(c) , write two equations relating the radius andmass, separately, of Earth to those of the Moon.ii. Substitute these two equations into the ratio you found in part (b) and find thenumerical value of the ratio.(d) Interpret the number you calculated for the previous question in words. Whatsignificance does this number have for the astronauts who landed on the moon?(Hint: What does E mean? What is this ratio comparing?)9M In the Proportionality Section, you learned that you cannot simply plug numbers into aproportionality relation to get a numerical answer. You can, however, calculate a numericalanswer from the ratio of two proportionalities! Here is a question where you will apply whatyou have learned so far.11) The gravitational acceleration due to a planet or moon tells you how “heavy" you feelwhen you stand on the planet or moon. Gravitational acceleration is proportional to themass and radius of the planet or moon in the following way:M(6)R2Follow the steps in part (a) through (d), find the ratio of the gravitational acceleration(g) due to the Earth compared to the gravitational acceleration due to the Moon.(a) Start by writing two proportionalities, one for the Earth, one for the Moon. Use thefollowing variables:• Mp: mass of Earth• MM: mass of Moon• Rp: radius of EarthgE: gravitational acceleration of the EarthIm: gravitational acceleration of the MoonRM: radius of Moon(b) Following the example in equation 5, divide the two proportionalities to form a ratio,i.e., the ratio between the gravitational acceleration of Earth and the gravitationalacceleration of the Moon (i.e., E).9M

It's been specifically asked to answer 11 c(i) and 11c (ii).

Answered: (c) The radius of the Earth (Rp) is 3.7…

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