Find 1 radian angle in degrees, minutes, seconds. from Mathemat

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 Multiple Choice QuestionsShort Answer Type

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541. Find 1 radian angle in degrees, minutes, seconds.


1 radian = <pre>uncaught exception: <b>mkdir(): Permission denied (errno: 2) in /home/config_admin/public/felixventures.in/public/application/css/plugins/tiny_mce_wiris/integration/lib/com/wiris/util/sys/Store.class.php at line #56mkdir(): Permission denied</b><br /><br />in file: /home/config_admin/public/felixventures.in/public/application/css/plugins/tiny_mce_wiris/integration/lib/com/wiris/util/sys/Store.class.php line 56<br />#0 [internal function]: _hx_error_handler(2, 'mkdir(): Permis...', '/home/config_ad...', 56, Array)
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             = open parentheses 57 3 over 11 close parentheses to the power of degree space equals space 57 degree open parentheses 3 over 11 cross times 60 close parentheses to the power of apostrophe space equals space 57 degree open parentheses 180 over 11 close parentheses to the power of apostrophe space equals space 57 degree open parentheses 16 4 over 11 close parentheses to the power of apostrophe
             = 57 degree 16 apostrophe open parentheses 4 over 11 cross times 60 close parentheses to the power of apostrophe apostrophe end exponent space equals 57 degree 16 apostrophe open parentheses 240 over 11 close parentheses to the power of apostrophe apostrophe end exponent space equals space 57 degree 16 apostrophe open parentheses 21 9 over 11 close parentheses to the power of apostrophe apostrophe end exponent asymptotically equal to 57 degree 16 apostrophe

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542. Prove that the number of radians in an angle subtended by an arc of a circle at the centre   = space space fraction numerator arc space length over denominator radius end fraction
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543.

Prove that:

cos open parentheses straight pi over 2 minus straight x close parentheses space equals space sinx

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544.

Prove that:

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#6 {main}</pre>

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 Multiple Choice QuestionsLong Answer Type

545.

Prove the following:

(a) sin space left parenthesis straight x plus straight y right parenthesis space equals space sinx space cosy space plus space cosx space siny
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#6 {main}</pre>

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 Multiple Choice QuestionsShort Answer Type

546.

Prove that:

tan left parenthesis straight x plus straight y right parenthesis space equals space fraction numerator tanx plus tany over denominator 1 minus tanx space tany end fraction comma space space where space straight x comma straight y comma space straight x plus straight y space not equal to space left parenthesis 2 straight n plus 1 right parenthesis straight pi over 2 comma space straight n element of straight Z

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547. tan left parenthesis straight x minus straight y right parenthesis space equals space fraction numerator tanx minus tany over denominator 1 plus tanx space tany end fraction comma space where space straight x comma straight y comma space straight x minus straight y not equal to left parenthesis 2 straight n plus 1 right parenthesis straight pi over 2 comma space straight n element of straight Z
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548.

Prove that:

tan open parentheses straight pi over 4 plus straight x close parentheses space equals space fraction numerator 1 plus tanx over denominator 1 minus tanx end fraction

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549.

Prove that:

space space space tan open parentheses straight pi over 4 minus straight x close parentheses space equals space fraction numerator 1 minus tanx over denominator 1 plus tanx end fraction


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550.

Prove that:

cos open parentheses straight pi over 2 plus straight x close parentheses space equals space minus sinx

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