Asked by Joel
Two sides of a triangle have the same length. The third side measures 4 meters less than twice the common length . The perimeter of the triangle is 16 meters. What are the lengths of the three sides?
Answers
Answered by
Bosnian
a-lenght of two sides of triangle
c- lenght of third side of triangle
c=2a-4
Perimeter:
P=a+a+c= 2a+(2a-4)= 2a+2a-4= = 4a-4
=4(a-1)
P=16
4(a-1)=16 Divided with 4
a-1= 16/4
a-1= 4
a=4+1= 5
a=5 meters
c=2a-4 = 2*5-4 = 10-4= 6
c=6 meters
Perimeter=a+a+c=5+5+6=10+6= 16 meters
c- lenght of third side of triangle
c=2a-4
Perimeter:
P=a+a+c= 2a+(2a-4)= 2a+2a-4= = 4a-4
=4(a-1)
P=16
4(a-1)=16 Divided with 4
a-1= 16/4
a-1= 4
a=4+1= 5
a=5 meters
c=2a-4 = 2*5-4 = 10-4= 6
c=6 meters
Perimeter=a+a+c=5+5+6=10+6= 16 meters
Answered by
ang
correcto albreto
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