find the midpoint of the volume of sphere
Answers
Step-by-step explanation:
The two given points are (6,2) and (4,4)
From the section formula,
x = mx1+nx2/m+n
y = my1+ny2/m+n
since the internal division of the line segment should be such that the mid point Is equidistant from both the extreme points. Put m=n=1
So, Abcissa of midpoint should be (6+4/2) = 5 and Ordinate of the midpoint should be (2+4/2) = 3
Hence, the midpoint of the given line segment will be (5,3).
Answer:
The two given points are (6,2) and (4,4)
From the section formula,
x = mx1+nx2/m+n
y = my1+ny2/m+n
since the internal division of the line segment should be such that the mid point Is equidistant from both the extreme points. Put m=n=1
So, Abcissa of midpoint should be (6+4/2) = 5 and Ordinate of the midpoint should be (2+4/2) = 3
Hence, the midpoint of the given line segment will be (5,3).