Solve this please!! Please help
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2
Hey!!!!....here is ur answer
Sin^-1x+sin^-1y+sin^-1z=3pi/2
as we know that the maximum value of sun^-1x is pi/2
so if Sin^-1x+sin^-1y+sin^-1z=3pi/2 then..
sin^-1x=sin^-1y=sin^-1z=pi/2
so the value of x=y=z=1
Now... f (1)=2
f (x+y)=f (x) f (y)
f (1+1)=f (1) f (1)
f (2)=4
similarly... f (2+1)=f (2) f (1)
f (3)=8
Now putting all the values in...
x^f (1)+y^f (2)+z^f (3)-x+y+z/x^f (1)+y^f (2)+z^f (3)
=1^2+1^4+1^8-1+1+1/1^2+1^4+1^8
=1+1+1-3/1+1+1
=3-3/3
=3-1
=2
so the C option is the correct option
Hope it will help you ☺
Sin^-1x+sin^-1y+sin^-1z=3pi/2
as we know that the maximum value of sun^-1x is pi/2
so if Sin^-1x+sin^-1y+sin^-1z=3pi/2 then..
sin^-1x=sin^-1y=sin^-1z=pi/2
so the value of x=y=z=1
Now... f (1)=2
f (x+y)=f (x) f (y)
f (1+1)=f (1) f (1)
f (2)=4
similarly... f (2+1)=f (2) f (1)
f (3)=8
Now putting all the values in...
x^f (1)+y^f (2)+z^f (3)-x+y+z/x^f (1)+y^f (2)+z^f (3)
=1^2+1^4+1^8-1+1+1/1^2+1^4+1^8
=1+1+1-3/1+1+1
=3-3/3
=3-1
=2
so the C option is the correct option
Hope it will help you ☺
jannat81:
hey
Answered by
1
hey friend!!!!
your answer is "2"
option "c" is the correct answer
I think my answer is capable to clear your confusion..
your answer is "2"
option "c" is the correct answer
I think my answer is capable to clear your confusion..
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