Consider a right angle triangle ABC. The hypotenuse AC is equal to 27 and base AB is equal to 13. Then according to Pythagoras theorem;
AC2 = AB2 + BC2
BC2= AC2 - AB2
BC2= 272 - 132
BC2= 729 - 169
BC2= 560
BC= 23.66
Angle B is 90o then angle A and angle C are;
CosA= AB/Ac
CosA=13/27
A= because-1[13/27]
A= 61.22o
As we know;
A + B + C = 180o
61.2 + 90 + C=180
C= 28.78o
AC2 = AB2 + BC2
BC2= AC2 - AB2
BC2= 272 - 132
BC2= 729 - 169
BC2= 560
BC= 23.66
Angle B is 90o then angle A and angle C are;
CosA= AB/Ac
CosA=13/27
A= because-1[13/27]
A= 61.22o
As we know;
A + B + C = 180o
61.2 + 90 + C=180
C= 28.78o