Math, asked by nawdnkjnkeaw, 1 year ago

The slope of AB is?
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Answered by SnehaG
4
hi dear...


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here is ur answer

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∆ABC has a scale factor as 3 with the origin

hence,the distance from origin is 3

i.e. scale factor is 3cm



slope of AB=1.2

length of AB=p units

BC=q units


AC=r units


since the ∆A'B'C' is similar to ∆ABC with the scale factor 3



the slope of A'B' is 3 times AB

i.e.A'B'=3×AB

=3×1.2
=6.2



slope of A'C' is p times the AC as the scale factor here is "p"

so,A'C'=p×AC
A'C' =ACp

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⭐hope it helps uh⭐



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please mark it as brainliest✌✌✌✌
Answered by Anonymous
1
________✨ HEY MATE ✨ __________

➡️Here is your Answer :-

∆ABC has a scale factor as 3 with the origin.
Hence , the distance from the origin is 3.
i.e. the scale factor is 3 cm.

So , slope of AB = 1.2
and its length = p units.

BC = q units.
AC = r units.

Being the ∆A'B'C' is similar to ∆ABC with the scale factor 3.

The slope of A'B' is 3 times AB.
i.e. = A'B' = 3 * AB

= 3*1.2 = 6.2

➡️Slope of A'C' is p times the AC as the scale factor here is "p" .
➡️So , A'C' = P*AC
➡️A'C' = ACp.

✌️ I THINK IT HELPED YOU ✌️

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