ત્રિકોણમિતીય પ્રતિવિધેયો  MCQs

MCQs of ત્રિકોણમિતીય પ્રતિવિધેયો

Showing 121 to 130 out of 139 Questions
121.
જો α=sin-1465, β=tan-117,α,β 0, π2, તો α - β = _____ .
(a) cos-1765
(b) tan-12153
(c) sin-1152
(d) cos-1752
Answer:

Option (b)

122.
જો 2 tan-1x+tan-1x+1=π2, તો x = _____ .
(a) -1
(b) -13
(c) 13
(d) 1
Answer:

Option (c)

123.
cosec [tan-1(cos(cot-1(sec(sin-1a))))] = _____ . જ્યાં 0 < a < 1.
(a) 13-a2
(b) -3-a2
(c) 3-a2
(d) -13-a2
Answer:

Option (c)

124.
cot-112+cot-113 _____ .
(a) 5π4
(b) π2
(c) π4
(d) 3π4
Answer:

Option (d)

125.
જો cot-1sinα-tan-1sinα=x તો sin α = _____ .
(a) 1+sinx1-sinx
(b) 1-cosx1+cosx
(c) 1-sinx1+sinx
(d) 1+cosx1-cosx
Answer:

Option (c)

126.
sec2tan-13 + cosec2cot-12 = _____ .
(a) 14
(b) 9
(c) 15
(d) 7
Answer:

Option (c)

127.
sin-1cos7π6 = _____ .
(a) -π6
(b) -π3
(c) π3
(d) π6
Answer:

Option (b)

128.
3 tan-1a = _____ .
(a) tan-13a-a31-3a2
(b) tan-13a-a21+3a2
(c) tan-13a+a31-3a2
(d) tan-13a+a31+3a2
Answer:

Option (a)

129.
sin-1sinx-cosx2 = _____ (જ્યાં -π4<x<π4)
(a) x
(b) x+π4
(c) 12
(d) x-π4
Answer:

Option (d)

130.
cos-1cos4π3 = _____ .
(a) π3
(b) 2π3
(c) 4π3
(d) -π3
Answer:

Option (b)

Showing 121 to 130 out of 139 Questions