Improve Your Distance Formula Skills with Practice Problems and Real-World Examples
Recent questions in Distance Formula
High school geometryAnswered question
somi5fjt 2023-03-22 The meter is defined as the distance traveled by light in 1/299792458 seconds? why didn't people choose some easier number than 1/300000000 seconds? why not 1 second?
High school geometryAnswered question
zatynlpv 2023-03-08A bullet of mass 10 g travelling horizontally with a velocity of strikes a stationary wooden block and comes to rest in 0.03 s. Determine the bullet's penetration depth into the block. Calculate the force exerted by the wooden block on the bullet as well.
High school geometryAnswered question
Mia Pitts 2023-02-22How long will it take to drive 500 km if you are driving at a speed of 50 km per hour?
A)4 hours
B)10 hours
C)3 hours
D)2 hours
A)4 hours
B)10 hours
C)3 hours
D)2 hours
High school geometryAnswered question
kejuuoo 2023-01-21How many triangles can be constructed with sides measuring 1 m, 2 m, and 2 m?
High school geometryAnswered question
taiko3r4 2023-01-09How to find the distance from the point A(3,-5,5) to the line x=2+3t , y=1-2t, z=-1+t?
High school geometryAnswered question
Sloane Cummings 2023-01-04What is the distance between (-13,9) and (11,2) on a coordinate grid?
High school geometryAnswered question
2selz76t 2022-12-06The Sun is located at a distance of from the centre of the Milky Way galaxy.
1)17,000 ly
2)21,000 ly
3)25,000 ly
1)17,000 ly
2)21,000 ly
3)25,000 ly
High school geometryAnswered question
armlanna1sK 2022-12-02The perpendicular bisector theorem states that if a point is on the perpendicular bisector of a segment ,then it is:
A)Equidistant from the segment's endpoints
B)Equidistant from the the segment's midpoint
C)Perpendicular to the segment
D)Perpendicular to the segment's endpoints
A)Equidistant from the segment's endpoints
B)Equidistant from the the segment's midpoint
C)Perpendicular to the segment
D)Perpendicular to the segment's endpoints
High school geometryAnswered question
autreimL8 2022-11-24What is the distance between (43,2,11) and (7,-1,26)?
High school geometryAnswered question
Dayanara Nash 2022-11-24What is the distance between (7,5,-6) and (-1,6,3)?
High school geometryAnswered question
Jamir Summers 2022-11-23Distance between (-1,1,3) and (-5,-1,1)?
High school geometryAnswered question
Uroskopieulm 2022-11-23Distance between (5,-6,4) and (4,-4,-2)?
High school geometryAnswered question
Mollie Wise 2022-11-22What is the distance between (-1,4,9) and (1,-7,2)?
High school geometryAnswered question
clealtAfforcewug 2022-11-20How can the distance formula be used in real life?
The distance formula is a mathematical equation used to calculate the distance between two points. It can be used to measure distances on a two-dimensional plane or in three-dimensional space. The formula is simple yet powerful and is applicable to a variety of problems. It is also used in physics, engineering, and other sciences. By using the distance formula, one can quickly calculate the length of a line segment, the distance between two points, or the distance between multiple points. Knowing the distance between points can help us understand our environment better and make better decisions.
