HEYA... ☺☺
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.PLZ SOLVE THESE 3 ,INTERESTING QUESTION.
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»»»»OR AGAR NAHI ATE NA TO MAT KAR , BCOZ ONLY FOR GENIUS
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Answered by
7
Hey here is your answer
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1. C. = pi / 2 cm
2. B. = 2
3. C. = Third
as , Tan and Cot is only positive in third quaderant
____________________________
Hope it may helpful to you
plzzz mark me as brainlist
@ajaman........
____________________________
1. C. = pi / 2 cm
2. B. = 2
3. C. = Third
as , Tan and Cot is only positive in third quaderant
____________________________
Hope it may helpful to you
plzzz mark me as brainlist
@ajaman........
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DESICREW:
hmmm thank u
Answered by
7
Hey !!!
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Q. 1 ] Solution
•°• Arc of cirlcle = 2πr¢/360°
here , ¢ = 15°
r = 6cm [given ]
hence , Arc of cirlcle = 2×22/7 × 6 × 15°/360
=> 6×2×π15/360
=> π/2cm
(c) is correct answer
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2nd Q
solution :-
sin¢ + cosec¢ = 2
sin¢ + 1/sin¢ = 2
sin²¢ + 1 = 2sin¢
sin²¢ - 2sin¢ + 1 = 0 {quadratic form ]
sin²¢ - sin¢ - sin¢ + 1 {spliting term]
sin¢(sin¢ - 1 ) - 1 ( sin¢ - 1 )
sin¢ -1 = 0
sin¢ = 1
now , from given question
sin^20 + cosec^20 = ?
sin^20 + 1/sin^20
(1)^20 + (1 )^20
=> 2 Answer ✔
hence , option B is correct answer !!
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Q. 3
sin¢ = - 1/2 , and tan¢ = 1
sin¢ = - sin30°
¢ = -30
and , similarly ,
tan¢ = 1
tan¢ = tan45°
¢ = 45 °
¢ of sin is - and ¢ of tan is +
hence , search that quadrant in which sin is -(ve) and tan is +(ve)
hence , that quadrant is 3rd quadrant
hence , option ( c ) is correct answer !!!
.____________________________
Hope it helps you ✒
@Rajukumar111
_____________________
Q. 1 ] Solution
•°• Arc of cirlcle = 2πr¢/360°
here , ¢ = 15°
r = 6cm [given ]
hence , Arc of cirlcle = 2×22/7 × 6 × 15°/360
=> 6×2×π15/360
=> π/2cm
(c) is correct answer
__________________________
2nd Q
solution :-
sin¢ + cosec¢ = 2
sin¢ + 1/sin¢ = 2
sin²¢ + 1 = 2sin¢
sin²¢ - 2sin¢ + 1 = 0 {quadratic form ]
sin²¢ - sin¢ - sin¢ + 1 {spliting term]
sin¢(sin¢ - 1 ) - 1 ( sin¢ - 1 )
sin¢ -1 = 0
sin¢ = 1
now , from given question
sin^20 + cosec^20 = ?
sin^20 + 1/sin^20
(1)^20 + (1 )^20
=> 2 Answer ✔
hence , option B is correct answer !!
________________________________
Q. 3
sin¢ = - 1/2 , and tan¢ = 1
sin¢ = - sin30°
¢ = -30
and , similarly ,
tan¢ = 1
tan¢ = tan45°
¢ = 45 °
¢ of sin is - and ¢ of tan is +
hence , search that quadrant in which sin is -(ve) and tan is +(ve)
hence , that quadrant is 3rd quadrant
hence , option ( c ) is correct answer !!!
.____________________________
Hope it helps you ✒
@Rajukumar111
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