Dano ABC, C= 90° A= 60°AB=5корень из 3найти ВС и АС

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To find the lengths of BC and AC, we will use the sine and cosine trigonometric ratios.

Given
Angle C = 90
Angle A = 60
Side AB = 5√3

First, let's find the length of side BC (opposite angle A):

sin(60°) = BC / A
sin(60°) = BC / 5√
BC = 5√3 sin(60°
BC ≈ 5 0.86
BC ≈ 4.33

Next, let's find the length of side AC (opposite right angle C):

cos(60°) = AC / A
cos(60°) = AC / 5√
AC = 5√3 cos(60°
AC ≈ 5 0.
AC ≈ 2.50

Therefore, the length of side BC is approximately 4.33 and the length of side AC is approximately 2.50.