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Galileo used an angle of 8 degrees for the incline in his experiments to ensure that the motion of the rolling ball was sufficiently slow, allowing for accurate measurements of time and distance. This moderate incline minimized the effects of friction and air resistance while providing a measurable acceleration due to gravity. The choice of a relatively small angle also helped to simplify the calculations involved in analyzing the ball's motion.
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Why did Galileo an angle of 8 for the incline?
Galileo chose an incline angle of 8 degrees for his experiments because it provided a balance between a manageable slope and measurable acceleration. A steeper incline would have resulted in excessive speeds and difficulties in measurement, while a gentler slope would have made the acceleration too small to observe effectively. This angle allowed him to study the motion of objects in a controlled manner, leading to his insights into the principles of acceleration and gravity.
How old was Vincenzo Galilei when Galileo was born?
Galileo Galilei died on January 8, 1642 at the age of 77.
How many years had Galileo been a prisoner in his home?
Galileo was a prisoner in his home for about 8 years before he died in 1642.
Did Galileo Galilei die at home?
Yes, Galileo Galilei died in his home in Arcetri, Italy on January 8, 1642.
When was Galileo alive?
Galileo lived in the 16th and 17th century
Why did Galileo an angle of 8 for the incline?
Galileo chose an incline angle of 8 degrees for his experiments because it provided a balance between a manageable slope and measurable acceleration. A steeper incline would have resulted in excessive speeds and difficulties in measurement, while a gentler slope would have made the acceleration too small to observe effectively. This angle allowed him to study the motion of objects in a controlled manner, leading to his insights into the principles of acceleration and gravity.
Who was the first astronomers to use telescope?
Galileo Galilee (February 15, 1564 - January 8, 1642)
What year did Galileo die?
Galileo Died on January 8, 1642.
What year did Galileo Galilea die?
Galileo Died on January 8, 1642.
How old was Galileo Galilei at death?
Galileo Galilei died on January 8, 1642 at the age of 77.
What is the interior angle for a perfect octagon?
To work out the angle of any 'perfect shape' you use this formula: interior angle =((number of sides - 2) x 180)/ number of sides for an octagon: interior angle =((8-2) x 180 )/ 8 = 135 degrees
In what year did Galileo Galilei die?
Galileo died January 8, 1642 at the age of 77 years old .
What angle measures 8 degrees?
It is an angle which is 1/45 of a whole circle.
What degree is 8 percent?
To determine what degree is 8 percent of a whole circle (360 degrees), you would multiply 360 by 8 percent (0.08). This calculation gives you 28.8 degrees. Therefore, 8 percent of a circle is equivalent to 28.8 degrees.
Exterior angle of a 8 sided polygon?
To find the exterior angle of any polygon, you can use the formula: 360 degrees divided by the number of sides. For an 8-sided polygon (octagon), the exterior angle would be 360 degrees divided by 8, which equals 45 degrees. This means each exterior angle of an octagon measures 45 degrees.
How old was Vincenzo Galilei when Galileo was born?
Galileo Galilei died on January 8, 1642 at the age of 77.
To prove that two lines cut by a transveral are parallel on must show that?
You can show that two lines cut by a transversal are parallel in a number of ways. (1) Show that the consecutive interior angles are supplementary. Let's say your lines are arranged like this (ignore the periods, they're just there so the spacing is right): ......................1 | 2 --------------------|----------------------- .......................8| 3 .........................| ......................7 | 4 --------------------|----------------------- ......................6 | 5 If the lines are parallel, the measures of all the consecutive interior angles should be supplementary. The following should be true: Angle 8 + Angle 3 = 180 degrees Angle 3 + Angle 4 = 180 degrees Angle 4 + Angle 7 = 180 degrees and Angle 7 + Angle 8 = 180 degrees (2) You can also prove that the lines are parallel by showing that the corresponding angles are congruent. Using the line arrangement above, prove any of the following to be true: Angle 1 = Angle 7 Angle 2 = Angle 4 Angle 3 = Angle 5 or Angle 8 = Angle 6 (3) Finally, you can use alternate angles (either interior or exterior). To use alternate interior angles, prove that: Angle 3 = Angle 7 or Angle 4 = Angle 8 To use alternate exterior angles, prove that: Angle 1 = Angle 5 or Angle 2 = Angle 6 Well, there you have it! Best of luck!
