What is the distance between the points (−4, 5) and (3, 5)?
2 answers:
Answer:
7
Step-by-step explanation:
let the first point be A(-4, 5) and the second point B(3, 5)
the formula for distance between two points on same axes is given as
AB = √(( -
)² + (
)²)
given in the question, = 3,
= 5,
= -4,
= 5
AB = √{[3 - (-4)]² + [5 - 5]²} = √49 = 7
coordinates are generally represented as
(x, y)
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Answer:
(1,-5)
Step-by-step explanation:
The given system of inequalities are;
and
The point that is a solution will satisfy the two inequalities.
Checking for (1,-5)
and
: True
: True
This point lies in the solution region.
Checking for (1,5)
and
: False
: False
This point does not lie in the solution region.
Checking for (5,1)
and
: False
: True
This point does not lie in the solution region.
Checking for (-1,5)
and
: True
: False
This point does not lie in the solution region.