solve 2tan15°tan45°tan75°
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hope it helps you
2tan15*tan45*tan75=2tan
15*tan75 Since tan 45 ° =1
tan 90°=tan(15°+75°)
=(tan15°+tan 75°)/(1−tan15°tan75°)
Since tan 90° is undefined
→(1−tan15°tan75°) =0
or tan15°tan75° =1
Hence 2tan15*tan45*tan75=2tan15*tan75 =2x1=2
that's all
hope helps
2tan15*tan45*tan75=2tan
15*tan75 Since tan 45 ° =1
tan 90°=tan(15°+75°)
=(tan15°+tan 75°)/(1−tan15°tan75°)
Since tan 90° is undefined
→(1−tan15°tan75°) =0
or tan15°tan75° =1
Hence 2tan15*tan45*tan75=2tan15*tan75 =2x1=2
that's all
hope helps
Answered by
1
2tan15.tan75.tan45
2tan15.cot(90-75).1 [tan45=1]
2tan15.cot15.1
2.1.1=2 [tan.cot=1]
2tan15.cot(90-75).1 [tan45=1]
2tan15.cot15.1
2.1.1=2 [tan.cot=1]
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