easy ten points...................?
find the distance between the two given points (1/2 , 1) (1 , 2/3)
find the midpoints of the line segment joining the two given points (1/2 , 1) (1 , 2/3)
find the distance between the two given points (1/2 , 1) (1 , 2/3)
find the midpoints of the line segment joining the two given points (1/2 , 1) (1 , 2/3)
Michael
Favorite Answer
For distances, use the Distance Formula
D = sqrt( (y2 - y1)^2 + (x2 - x1) ^2)
In this case, D = sqrt ( 1/3^2 + 1/2^2 )
D = sqrt( 1/9 + 1/4 )
D = sqrt( 13 / 36 )
In simplest form, D = sqrt(13) / 6
Midpoint.. just average the x's and the y's.
x = (1/2 + 1) / 2 = 3/4
y = (1 + 2/3) / 2 = 5/6
midpoint = (3/4, 5/6)
Anonymous
midpoint is 3/4, 5/6
distance is 5/6
Ken
Well...haha...do you expect me to do your homework for you???
But Ill answer it still becuase Im bored
What you need is the Distence Formula D= (Square Root) of (X2-X1)[squared]+(Y2-Y1)[Squared]
So D = [Square Root] of (1 - .5) [Squared] + (2/3 -1) [Squared]
D= [Square Root] (.5) [Squared] + (-1/3) [squared]
D= [Square Root] (.25) + (.10)
D = [Square Root] .35
D = .591 (13/6 as a graphable answer)
that is the rough answer... I had to convert 2/3 into a decimal... and since its a repeating one..just made it 0.66