Question

I WILL GIVE YOU BRANILEST!

Answer 1

Answer:

$l(\overline {AB})\approx9.22\: units$

Step-by-step explanation:

• A = (-2, -3), B = (-8, 4) (Given)

• $\implies x_1= -2,\: y_1=-3,\: x_2=-8,\: y_2= 4$

• By distance formula length of segment AB can be given as:

• $l(\overline {AB})=\sqrt{(x_2-x_1)^2 +(y_2-y_1)^2}$

• $l(\overline {AB})=\sqrt{[-8-(-2)]^2 +[4-(-3)]^2}$

• $l(\overline {AB})=\sqrt{[-8+2]^2 +[4+3]^2}$

• $l(\overline {AB})=\sqrt{[-6]^2 +[7]^2}$

• $l(\overline {AB})=\sqrt{36 +49}$

• $l(\overline {AB})=\sqrt{85}$

• $l(\overline {AB})=9.21954446\: units$

• $l(\overline {AB})\approx9.22\: units$

Answer 2

Sorry i know this is after 1 but the answer of the length is 7 since from -3+7=4