In triangle ABC ,angke b =90┬░ , BC=5cm, AC- AB=1cm . Evaluate 1+sin c/ cos c
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hey there !!!
since AC - AB =1
AC = 1+AB
so according to Pythagoras theorem,
AC square = AB square + BC square
but since AC = 1+AB
So we can write
(1+AB)^2 + (AB)^2 + (5)^2
= 1+2AB=AB^2 = AB^2 = 25
= 1+2AB=25
= 2AB=24
= AB=12 cm
Since AC=1+AB,
AC=13 cm
1+sinC/cosC
=1+12/13/5/13
= (13+12)/5
= 25/5
=5
therefore ans = 5
hope it helped you!!
if you still have any doubts please let me know in the comments below
since AC - AB =1
AC = 1+AB
so according to Pythagoras theorem,
AC square = AB square + BC square
but since AC = 1+AB
So we can write
(1+AB)^2 + (AB)^2 + (5)^2
= 1+2AB=AB^2 = AB^2 = 25
= 1+2AB=25
= 2AB=24
= AB=12 cm
Since AC=1+AB,
AC=13 cm
1+sinC/cosC
=1+12/13/5/13
= (13+12)/5
= 25/5
=5
therefore ans = 5
hope it helped you!!
if you still have any doubts please let me know in the comments below
poornaverma02:
did it help you ???
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