Assume the triangles in the pair below are similar. Find the value of x. Enter only your numerical answer.
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Answer:
answer is 171
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Step-by-step explanation:
GIVEN ; TRIANGLE FRS IS SIMILAR TO TRIANGLE FDE
FS = 44,SD = 99 , FR = 76, FE = 76 + 3X
SOLUTION;
TRIANGLE FRS IS SIMILAR TO TRIANGLE FDE ;
AS WE KNOW , CORRESPONDING SIDES ARE PROPORTIONAL IN SIMILAR TRIANGLES ;
THEN , FS / FD = FR / FE
44 / 44+ 99 = 76 / 76 + X
44/ 143 = 76 / 76 + X
BY CROSS MULTIPLICATION ;
44 × ( 76 + X ) = 143 × 76
3344 + 44X = 10868
44X = 10868 - 3344
44X = 7524
X = 7524 / 44 = 171
SO, X IS 171
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