given right triangle LMN. if LM=12 and tan(L)=2.3, what is the length of MN
Answers
Answered by
1
Step-by-step explanation:
In right angled triangle LMN ,
tanL = MN/LM
2.3 = MN/12
MN = 2.3 × 12 = 27.6
Answered by
0
Given: right triangle LMN. LM=12 and tan(L)=2.3
To find : Length of MN
Solution:
LM = 12
MN = ?
Tan (angle) = perpendicular / Base
Tan (L ) = MN/LM
Tan (L ) = 2.3
=> 2.3 = MN/12
=> MN = 12 * 2.3
=> MN = 27.6
if Tan(L) = 2/3
then
2/3 = MN/12
=> MN = 8
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