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Two triangular roofs are similar. the ratio of the corresponding sides of these roofs is 2:3. if the altitude of the smaller roof is 4.5 feet, find the corresponding altitude of the larger roof. round
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Jan 25, 2018
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Two triangular roofs are similar. the ratio of the corresponding sides of these roofs is 2:3. if the altitude of the smaller roof is 4.5 feet, find the corresponding altitude of the larger roof. round to the nearest hundredth.
Mathematics
high-school
Joel Grannas
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Joel Grannas
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The answer is: "
6.75 ft."
.
______________________________________________
Step-by-step explanation:
_____________________________________________
2 / 3 = (4.5) / x ; Solve for "x" ;
2x = (3)(4.5) ;
Divide each side of the equation by "2" ; to isolate "x" on one side of the equation; and to solve for "x" ;
_________________________________________________
2x / 2 = [3*(4.5)] / 2 ;
to get: x = (13.5)/2 =
6.75 ft. This is already rounded to the
nearest hundredth.
__________________________________________________
HoosierDaddy
answered
Jan 31, 2018
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HoosierDaddy
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