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Angle C = 15 degrees, side BC = 20, angle Z = 15 degrees, and side YZ = 20. What additional information would you need to prove that ΔABC≅ΔXYZ by SAS? Angle A is congruent to angle X. Angle B is congruent to angle Y. Side AB is congruent to side XY. Side AC is congruent to side XZ.
@agent0smith @
looks you're given one ANGLE and one SIDE in each triangle
to apply SAS, u need one more SIDE in each triangle eh ?
SAS = SIDE-ANGLE-SIDE ^^ ^^ missing
yes i know that part
good :) having that knowledge u can strike off two options right away, wat wud be those ?
let me check plz
ha take ur time :)
to first ones a and b?
Correct ! we can strike off a and b cuz we dont need angles we're looking for the SIDE
ya true because we ar missing the last side but now what?
Angle C = 15 degrees, side BC = 20 to apply SAS u need the SIDEs on either side of angle C : CB and CA
CB is already given, so missing is simply CA
correct
we're done i guess :)
so it's D correct?
if not then i'm lost
D is \(\large \color{red}{\checkmark}\)
thank you for helping me understand rather than just giving me the answer cause i needed to know how to do it just in case i run into this problem in the future
np :)
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