Question

What is the distance between the points (3, 6) and (4, 2)?

Answer 1

\[Distance AB=\sqrt{(x_b-x_a)²+(y_b-y_a)²}\]

Answer 2

\[\sqrt{\Delta x ^{2}+\Delta y ^{2}}\]

Answer 3

just use the distance formula :)

Answer 4

pretty aegis and osirisis!

Answer 5

ok that seems kinda hard to do

Answer 6

\[\sqrt{(3-4)^2+(6-2)^2}\]

Answer 7

The formulas listed may look complicated but it really is plug and play. Just pay attention to your signs. The signs can give you the wrong answer in some problems.

Answer 8

play time is fun!

Answer 9

\[\sqrt{(4-3)^2 + (2-6)^2}\]

Answer 10

do you know why my expression and kenji's expression are the same?
because (3-4)^2=(4-3)^2
and
(6-2)^2=(2-6)^2

Answer 11

i didnt see that my previous answer was already given by myininaya XD

Answer 12

its good that you wrote it though
it doesn't matter what x you take first just that you take the difference of the x's
and same for y's

Answer 13

\[\sqrt{(difference of the x's)^2+(difference of the y's)^2}\]

Answer 14

yea. if the answer of the difference of the x's is negative, you'll just square it anyway so we'll get the same answer :)

Answer 15

:) yep yep

Answer 16

(sqrt of 17) or 4.1231(4 d.p)

Answer 17

yep gj richardson

Answer 18

Thanks Miyinaya!!