MATH SOLVE

4 months ago

Q:
# What is the the distance between the points (23,-33) and (4,9)? if necessary, round your answer to two decimal places.

Accepted Solution

A:

Given two points:

A(xβ,yβ)

B(xβ,yβ)

The distance between these points will be:

dis(A,B)=β((xβ-xβ)Β² + (yβ-yβ)Β²)

In this case the points are:

A(23,-33)

B(4,9)

And it distance would be:

Dis(A,B)=β(4-23)Β²+(9+33)Β²)

=β((-19)Β²+(42)Β²)

=β(361+1764)

=β2125

=46.097β46.1

Answer: D) 46.10 units

A(xβ,yβ)

B(xβ,yβ)

The distance between these points will be:

dis(A,B)=β((xβ-xβ)Β² + (yβ-yβ)Β²)

In this case the points are:

A(23,-33)

B(4,9)

And it distance would be:

Dis(A,B)=β(4-23)Β²+(9+33)Β²)

=β((-19)Β²+(42)Β²)

=β(361+1764)

=β2125

=46.097β46.1

Answer: D) 46.10 units