geometry
posted by shay .
point A is located at (1,5) and point B is located at (3,2). What is the length of line segment AB in simplest radical form

c^2 = a^2+b^2
= (31)^2 + (53)^2
= 2^2 + 2^2
= 4+4
= 8
c = √8
= √(4*2)
= √4*√2
= 2√2
Respond to this Question
Similar Questions

Math radical form
Find the distance of the line segment whose endpoints are (5,7) and (2,3) in simplest radical form. sqrt [(73)^2 + (5 (2))^2] = sqrt [16 + 49] = sqrt 65 That is the simplest form I can think of. sqrt means "square root of" 
Geometry
Point P is located on the segment between point A(1,4) and point D(7,13). The distance from A to P is twice the distance from P to D. What are the coordinates of point P? 
geometry
point r is located at (1,0) and point s located at (8,12). Find the length of the line segment rs. 
geometry
1. The base of an isosceles triangle JKL has the endpoints J and K. Point K is located at (2,1) and the top of the triangle, point L, is located at (1,5). Use the distance formula to find the location of point J. 
GEOMETRY
How to solve for x in geometry ? for example  there is a line segment with 3 points first point to the second point is 3x while second point to the third is 5 and below the line segment there is a bracket, it is named 14 . it starts 
math
point M is locted at (4,3) and point N is located at (2,11).find the line segment of MN. 
Algebra
Find the y value for the point that splits segment EF in half if point E is located at 5,2 and point F is located at 1,3. 
Geometry
Point P is located on the segment between point A (1,4) and point D (7,13) The distance from A to P is twice the distance from P to D. What are the coordinates of point P? 
Math
1. Find the midpoint AB. Point be is located at (6,6) and point A is located at (3,3). There's a straight line connecting them. A) (4.5, 4.5) B) (1.5, 1.5) C) (3,3) D) (2,2) Is the answer D? 
Geometry Help?
Can anyone check my answers? * = My answer 1. Find the length of the missing side. Leave your answer in simplest radical form (1 point) The triangle is not drawn to scale. Sides 4 on the bottom and 3 on the side a. 25 b. 144 c. 5 d.