Question

Which triangle is similar to △ABC if sin(A) = , cos(A) = , and tan(A) = ?

Answer 1

the answers D homie:)

Answer 2

It is given that In Δ ABC

`sin A=(1)/(4),cos A=(√(15))/(4), tan A=(1)/(√(15))`

Length of perpendicular = 1=AB

length of Hypotenuse =4=AC

Length of Base = √15=BC

In ΔYZX

Length of perpendicular =6 =YZ

length of Hypotenuse =24=ZX

Length of Base = 6√15=XY

ΔYZX is similar to ΔABC, because when triangles are similar their sides are proportional.

`(AB)/(YZ)=(BC)/(XZ)=(AC)/(XY)=(1)/(6)`