1. The length of one leg of a right triangle is 20 ft and the other hypotenuse is 52 ft
what is the length of the other leg?
2. The length of one leg of a right triangle is 8 cm and the other hypotenuse is 15 cm
what is the length of the other leg?
(im give the brainliest to the one who solves this first and correctly)
kristinnreyes:
i don't need a hole detailed reply too just so y'all know :D
Answers
Answered by
2
1)-
By Pythagoras theorem,
(52)² =(20)² +(other leg)²
2704 -400 = other leg²
2304 = other leg²
√2304 =other leg
48 =other leg
The lenght of other leg is 48ft
2)-
By Pythagoras theorem,
8²+(other leg)² =15²
Other leg² =225-64
Other leg² = 161
Other leg =√161
I hope this will help you
-by ABHAY
By Pythagoras theorem,
(52)² =(20)² +(other leg)²
2704 -400 = other leg²
2304 = other leg²
√2304 =other leg
48 =other leg
The lenght of other leg is 48ft
2)-
By Pythagoras theorem,
8²+(other leg)² =15²
Other leg² =225-64
Other leg² = 161
Other leg =√161
I hope this will help you
-by ABHAY
Answered by
0
In a right angle triangle, as we know
(HYPOTENUSE) 2=(first leg) 2+(second leg)
(52)2=(20)2+(second leg) 2
2704=400+(second leg) 2
2704-400=(second leg) 2
2304=(second leg) 2
root 2304=second leg
48=second leg
So, the length of other leg of triangle is 48feet
answr.............
Same as first ques. we apply pythagorus triplet
AB2=AC2+BC2
(15)2=(8)2+BC2
225=64+BC2
225-64=BC2
161=BC2
root 161=BC
12.688=BC
So, the lenght of other leg of the triangle is root 12.688 feet
hope thus helps u...
(HYPOTENUSE) 2=(first leg) 2+(second leg)
(52)2=(20)2+(second leg) 2
2704=400+(second leg) 2
2704-400=(second leg) 2
2304=(second leg) 2
root 2304=second leg
48=second leg
So, the length of other leg of triangle is 48feet
answr.............
Same as first ques. we apply pythagorus triplet
AB2=AC2+BC2
(15)2=(8)2+BC2
225=64+BC2
225-64=BC2
161=BC2
root 161=BC
12.688=BC
So, the lenght of other leg of the triangle is root 12.688 feet
hope thus helps u...
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