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פּוֹפּוּלָרִי טריגונומטריה >

solvefor m,sec(m+12)=csc(42-n)

פתרון

solve for

m, sec (m + 1 2^{\circ}) = csc (4 2^{\circ} - n)

פתרון

m = arcsec (csc (4 2^{\circ} - n)) + 36 0^{\circ} k - 1 2^{\circ}, m = - arcsec (csc (4 2^{\circ} - n)) + 36 0^{\circ} k - 1 2^{\circ}

+1

רדיאנים

m = arcsec (csc (\frac{7 π}{30} - n)) - \frac{π}{15} + 2 πk, m = - arcsec (csc (\frac{7 π}{30} - n)) - \frac{π}{15} + 2 πk

צעדי פתרון

sec (m + 1 2^{\circ}) = csc (4 2^{\circ} - n)

Apply trig inverse properties

sec (m + \frac{π}{15}) = csc (\frac{7 π}{30} - n)

sec (m + 1 2^{\circ}) = csc (4 2^{\circ} - n) :

פתרונות כלליים עבור

sec (x) = a \Rightarrow x = arcsec (a) + 36 0^{\circ} k, x = - arcsec (a) + 36 0^{\circ} k

m + \frac{π}{15} = arcsec (csc (\frac{7 π}{30} - n)) + 2 πk, m + \frac{π}{15} = - arcsec (csc (\frac{7 π}{30} - n)) + 2 πk

m + \frac{π}{15} = arcsec (csc (\frac{7 π}{30} - n)) + 2 πk, m + \frac{π}{15} = - arcsec (csc (\frac{7 π}{30} - n)) + 2 πk

m + 1 2^{\circ} = arcsec (csc (4 2^{\circ} - n)) + 36 0^{\circ} k

פתור את:

m = arcsec (csc (4 2^{\circ} - n)) + 36 0^{\circ} k - 1 2^{\circ}

m + \frac{π}{15} = arcsec (csc (\frac{7 π}{30} - n)) + 2 πk

לצד ימין

1 2^{\circ}

העבר

m + \frac{π}{15} = arcsec (csc (\frac{7 π}{30} - n)) + 2 πk

משני האגפים

1 2^{\circ}

החסר

m + \frac{π}{15} - \frac{π}{15} = arcsec (csc (\frac{7 π}{30} - n)) + 2 πk - \frac{π}{15}

פשט

m = arcsec (csc (\frac{7 π}{30} - n)) + 2 πk - \frac{π}{15}

m = arcsec (csc (\frac{7 π}{30} - n)) + 2 πk - \frac{π}{15}

m + 1 2^{\circ} = - arcsec (csc (4 2^{\circ} - n)) + 36 0^{\circ} k

פתור את:

m = - arcsec (csc (4 2^{\circ} - n)) + 36 0^{\circ} k - 1 2^{\circ}

m + \frac{π}{15} = - arcsec (csc (\frac{7 π}{30} - n)) + 2 πk

לצד ימין

1 2^{\circ}

העבר

m + \frac{π}{15} = - arcsec (csc (\frac{7 π}{30} - n)) + 2 πk

משני האגפים

1 2^{\circ}

החסר

m + \frac{π}{15} - \frac{π}{15} = - arcsec (csc (\frac{7 π}{30} - n)) + 2 πk - \frac{π}{15}

פשט

m = - arcsec (csc (\frac{7 π}{30} - n)) + 2 πk - \frac{π}{15}

m = - arcsec (csc (\frac{7 π}{30} - n)) + 2 πk - \frac{π}{15}

m = arcsec (csc (4 2^{\circ} - n)) + 36 0^{\circ} k - 1 2^{\circ}, m = - arcsec (csc (4 2^{\circ} - n)) + 36 0^{\circ} k - 1 2^{\circ}

גרף

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