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11. BC
5/4y-1
B
A
7/3y-2
C

11. BC 5/4y-1 B A 7/3y-2 C-example-1

1 Answer

4 votes

Answer:


(2)/(13)

Explanation:

All the sides have equal lengths. Set the two sides equal to each other and solve for y


(5)/(4)y + 1 =
(7)/(3)y -2 I am going to clear the fractions by multiplying through by 12


((12)/(1))
(5)/(4) y + (12)(-1) =
((12)/(1))
(7)/(3) y - (12)2

15y - 12 = 28y - 24 Subtract 15y from both sides

-12 = 13y - 24 Add 24 to both sides

12 = 13y Divide both sides by 13


(12)/(13) = y

Plug 12/13 into the expression for either side to find the length of BC. All the sides have the same length


(7)/(3)
((12)/(13)) - 2


(28)/(13) -
(26)/(13) =
(2)/(13)

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