Calculate the Percent Error of the Distance to the Moon

This can be obtained as follow. In fact the moon varies between 225622 miles and 252088 miles due to its elliptical orbit.

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The formula for percent error Percent error Approximate or experimental Value - Exact or known Value Exact or known Value x 100 Also read.

. This tool calculates the distance between two points on the Moon using the spherical law of cosines and assumes a spherical Moon of radius 17374 km. Grade S OgldMoon 1 Deductic Potential. Where E is the experimental value and T is the theoretical value.

Percentage error absolute error accepted value 100. Noting that for every rotation the tack travels one circumference a find the tacks tangential speed. Using the time delay calculate the distance d to the Moon using the following equation.

Calculate the percent error of the distance to the moon. D c x t 2. Percentage Error E T T 100.

The distance to the Moon is calculated from the round-trip time. Suppose a wheel with a tire mounted on it is rotating at the constant rate of 215 times a second. 363360 km perigee 405385 km apogee with the mean distance of 384373 km.

But if you took an average distance the moon is approximately 238855 miles 384400 km. Finally we shall determine the percentage error. MathfracPencildiameterPencildistancefracMoon diameterMoon distancemath mathfracpencil diameterpencil distanceMoon diameter frac710-3 m075 m 3500 km 38105 km math.

This rounds to 225781 miles 251895 miles with the mean being 238838 miles. The Moon Distance Calculator calculates the approximate minumum and maximum distances from the Moon to the Earth. A space shuttle was launched from the Earth to the moon.

Absolute Error 12541. Percentage error 12541 238857 100 1254100 238857 525. Distance calculations provided with this tool do not take into consideration variations in terrain or altitude and simply provide a quick way to obtain reasonably.

What would be your percent error. A 50 Part a To what precision in meters can the distance to the Moon be determined if this time can be measured to 0085 ns. The radio signal covers the same distance twice Earth to the Moon and back hence the need to divide by 2.

The formula for finding percent error. But you measure it as 249200 miles. 525 715 375 445.

The average or accepted value of the distance of the Earth to the moon is 238857 miles but the shuttle crew recorded that their trip took 226316 miles. A tack is stuck in the tire at a distance of 0373 m from the rotation axis. The average or accepted value of the distance of the Earth to the moon is 238857 miles but the shuttle crew recorded that their trip took 226316 miles.

D distance of Earth to Moon in metres. Calculate the percent error of the distance to the moon. C the speed of light 3 x 10 8 metres per second.

T time delay in seconds. The moon has an elliptical orbit around the Earth so its not a constant distance away. This formula is similar to percentage change.

Therefore the percentage error is 525. Correct answer - Calculate the percent error of the distance to the moon. Percent Error Actual Value - Estimated Value Actual Value 100 Percent Error Actual Value - Estimated Value Actual Value 100.

There is an error here. Absolute Error 12541. Calculate the percent error of the distance to the moon.

Experimental value 249200 miles Theoretical value 238855 miles Percent Error Formula Experimental Value Theoretical Value Theoretical Value 100 Percent Error 249200 238855 238855 x 100. Calculate the percent error of the distance to the moon. You know the accepted distance to the moon is 238855 miles.

The Moons distance to Earth varies. 525 715 375 445. The two extreme points of the Moons orbit each month are known as the lunar perigee and apogee.

The table below shows the time of lunar perigee and apogee. The average or accepted value of the distance of the Earth to the moon is 238857 miles but the shuttle crew recorded that their trip. A 50 Part b What percent error is this given the average distance to the Moon is 384 x 108 m.

Accepted value 238857 miles.

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