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What is the exact distance from (−4, −2) to (4, 6)?
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I did my own work for this problem, and my answer kept coming out to 90.5 :( Help and explain?
HI!!
I'll fan and medal
Hi!
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from -4 to 4 is right 8 from -2 to 6 is up 8
|dw:1425610068411:dw|
use pythagoras to find the distance
\[8^{2}+ 8^{2}= c ^{2} \]
\[64^{2}+64^{2}=c ^{2}\]
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\[4096+ 4096=c ^{2}\]
\[8192=c ^{2}\]
\[\sqrt{8192}= c ^{2}\]
\[90.5=c ^{}\]
That's all my work, and I dont know how to get any of the answer choices
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@misty1212
is one answer choice \(8\sqrt2\)?
btw \(8^2=64\) not \(8^2=64^2\)
these are the answers and I didn't mean to
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@iambatman
\[64+64=128\] so \[\sqrt{128}\]
why do you add it?
oh, I see!
Thank you! :)
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