Drag each tile to the correct box.

The steps to prove the Law of Sines with reference to ∆ABC are given. Arrange the steps in the correct order.

Tiles
csinA=asinC
sinA=hc, sinC=ha
Similarly, prove that csinC=bsinB.
Draw a perpendicular, AD, from point A to side BC. Let AD=h.
Divide both sides by sinA×sinC.
asinA=bsinB=csinC
csinAsinA×sinC=asinCsinA×sinC
csinC=asinA
h=csinA,h=asinC

Question

Drag each tile to the correct box.


The steps to prove the Law of Sines with reference to ∆ABC are given. Arrange the steps in the correct order.

Tiles
csinA=asinC
sinA=hc, sinC=ha
Similarly, prove that csinC=bsinB.
Draw a perpendicular, AD, from point A to side BC. Let AD=h.
Divide both sides by sinA×sinC.
asinA=bsinB=csinC
csinAsinA×sinC=asinCsinA×sinC
csinC=asinA
h=csinA,h=asinC

jack1 · Answer

what?

jack1 · Answer

is there a pic to go along with this as im not seeing any tiles man?