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Maths-

General

Easy

Question

In the figure, if $Error converting from MathML to accessible text.$

13°
23°
36°
131°

The correct answer is: 23°

Related Questions to study

If $sin cubed space x sin space 3 x equals sum from m equals 0 to 6 of c subscript m cos to the power of w space x$ where $c subscript 0 comma c subscript 1 comma horizontal ellipsis comma c subscript 6$ are constants, then

If $sin cubed space x sin space 3 x equals sum from m equals 0 to 6 of c subscript m cos to the power of w space x$ where $c subscript 0 comma c subscript 1 comma horizontal ellipsis comma c subscript 6$ are constants, then

If $fraction numerator sin to the power of 4 space theta over denominator a end fraction plus fraction numerator cos to the power of 4 begin display style space end style theta over denominator b end fraction equals fraction numerator 1 over denominator a plus b end fraction text then end text fraction numerator sin to the power of 8 begin display style text end text end style theta over denominator a cubed end fraction plus fraction numerator cos to the power of 8 begin display style space end style theta over denominator b cubed end fraction equals$

If $fraction numerator sin to the power of 4 space theta over denominator a end fraction plus fraction numerator cos to the power of 4 begin display style space end style theta over denominator b end fraction equals fraction numerator 1 over denominator a plus b end fraction text then end text fraction numerator sin to the power of 8 begin display style text end text end style theta over denominator a cubed end fraction plus fraction numerator cos to the power of 8 begin display style space end style theta over denominator b cubed end fraction equals$

$0 less or equal than a less or equal than 3 comma 0 less or equal than b less or equal than 3$ and the equation $x squared plus 4 plus 3 cos space left parenthesis a x plus b right parenthesis equals 2 x$ has at least one solution then the value of (a+b)

$0 less or equal than a less or equal than 3 comma 0 less or equal than b less or equal than 3$ and the equation $x squared plus 4 plus 3 cos space left parenthesis a x plus b right parenthesis equals 2 x$ has at least one solution then the value of (a+b)

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Correct order for stability of carbocation is

Correct order for stability of carbocation is

ChemistryGeneral

If $x equals sec space theta plus tan space theta comma y equals cosec space theta minus cot space theta text then end text y equals$

If $x equals sec space theta plus tan space theta comma y equals cosec space theta minus cot space theta text then end text y equals$

For all values of $theta$ , the values of $3 minus cos space theta plus cos space open parentheses theta plus pi over 3 close parentheses$ lie in the interval

For all values of $theta$ , the values of $3 minus cos space theta plus cos space open parentheses theta plus pi over 3 close parentheses$ lie in the interval

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$left parenthesis sin space x minus cos space x right parenthesis squared plus cos squared space open parentheses pi over 4 minus x close parentheses element of$

$left parenthesis sin space x minus cos space x right parenthesis squared plus cos squared space open parentheses pi over 4 minus x close parentheses element of$

$5 cos space theta plus 3 cos space open parentheses theta minus pi over 3 close parentheses plus 8 element of$

$5 cos space theta plus 3 cos space open parentheses theta minus pi over 3 close parentheses plus 8 element of$

$cos space open parentheses x plus pi over 6 close parentheses cos space open parentheses x minus pi over 6 close parentheses element of$

$cos space open parentheses x plus pi over 6 close parentheses cos space open parentheses x minus pi over 6 close parentheses element of$

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does not exist Extreme Values; $cos space invisible function application x plus sin to the power of 4 space x element of$

does not exist Extreme Values; $cos space invisible function application x plus sin to the power of 4 space x element of$

$left parenthesis sin space x plus cos space x right parenthesis squared plus cos squared space open parentheses pi over 4 plus x close parentheses element of$

$left parenthesis sin space x plus cos space x right parenthesis squared plus cos squared space open parentheses pi over 4 plus x close parentheses element of$

The minimum and maximum values of $cos space x plus 3 square root of 2 sin space open parentheses x plus pi over 4 close parentheses plus 6$ are

The minimum and maximum values of $cos space x plus 3 square root of 2 sin space open parentheses x plus pi over 4 close parentheses plus 6$ are

parallel

The minimum and maximum values of $sin space open parentheses x plus pi over 4 close parentheses sin space open parentheses x minus pi over 4 close parentheses$ are

The minimum and maximum values of $sin space open parentheses x plus pi over 4 close parentheses sin space open parentheses x minus pi over 4 close parentheses$ are

$sin squared space x plus cos to the power of 4 space x element of$

$sin squared space x plus cos to the power of 4 space x element of$

A piston fitted in cylindrical pipe is pulled as shown in the figure. A tuning fork is sounded at open end and loudest sound is heard at open length 13cm, 41 cm and 69 cm, the frequency of tuning fork if velocity of sound is $350 m s to the power of negative 1 end exponent$ is

A piston fitted in cylindrical pipe is pulled as shown in the figure. A tuning fork is sounded at open end and loudest sound is heard at open length 13cm, 41 cm and 69 cm, the frequency of tuning fork if velocity of sound is $350 m s to the power of negative 1 end exponent$ is

physics-General

parallel

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