Rational Exponents Answers

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Mercury and Venus are ✔ closer tofarther from the sun than Earth is.

Use the fact that 1.5 is the same as 3/2 to select all of the equations below that are equivalent toT = A1.5.

You used a telescope and other mathematics to discover that Jupiter is 5.20 au from the sun. Use the equation to find its orbital period. Round to the nearest tenth of a year.Jupiter’s Orbit: years

Convert the equation you found, T = A3/2, into a form without any rational exponents.

Mercury and Venus are ✔ closer tofarther from the sun than Earth is.

A power regression equation for this data is: T = A^

The equation T = A3/2 is great if you know A and want to find T.Now, identify the correct inverse equation, which can be used to find A when you are given T.

You used a telescope and other mathematics to discover that Jupiter is 5.20 au from the sun. Use the equation to find its orbital period. Round to the nearest tenth of a year.Jupiter’s Orbit: years

Convert the equation you found, T = A3/2, into a form without any rational exponents.

Translate the answer, T2 = A3, into words: The ✔ squaresquare rootcube of the orbital period, T, of a

So, their orbital periods are than Earth's orbit.

The equation T = A3/2 is great if you know A and want to find T.Now, identify the correct inverse equation, which can be used to find A when you are given T.

Suppose that your data shows that Saturn orbits every 29.5 years. To the nearest hundredth of an au, how far is Saturn from the Sun?Saturn’s Distance from the Sun: au

Translate the answer, T2 = A3, into words: The of the orbital period, T, of a planet is equal to the of the average distance, A, of the planet from the Sun.

So, their orbital periods are longer✔ shorterthe same as than Earth's orbit.

Use the fact that 1.5 is the same as 3/2 to select all of the equations below that are equivalent toT = A1.5.

Suppose that your data shows that Saturn orbits every 29.5 years. To the nearest hundredth of an au, how far is Saturn from the Sun?Saturn’s Distance from the Sun: au

planet is equal to the squaresquare root✔ cube of the average distance, A, of the planet from the Sun.

The further a planet is from the sun, the its orbit is.

planet is equal to the of the average distance, A, of the planet from the Sun.

The further a planet is from the sun, the ✔ longershorterless predictable its orbit is.

A power regression equation for this data is: T = A^