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Newest Inverse Trigonometric Functions Questions

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    2. moo asked by moo
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  1. Fill in the blank(s) to correctly complete each sentence.1. For a function to have an inverse, it must be to 2. The domain of y
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  2. 1) What is the value of arccos x as x approaches 1 from the left?2) What is the value of arcsin x as x approaches -1 from the
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    2. Sam asked by Sam
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    2. Anonymous asked by Anonymous
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    2. Crisusseunayo asked by Crisusseunayo
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  3. 1. cos^-1((-sqrt3)/2)5pi/6 2. arccos(cos7pi/2) -pi/2 3. sin^-1(sin7pi/4) -pi/4 4. csc(arctan11/60) 61/11
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    2. Anonymous asked by Anonymous
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  4. Find the exact value of each expression.(a) tan(sec^−1 5) (b) sin(2sin^-1(5/13))
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    2. TayB asked by TayB
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  5. I have to evaluate the following:tan((sin^-1)(2/7)) and sin^-1 (sin(17pi/6)) Please help.
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    2. Anonymous asked by Anonymous
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    2. hasee asked by hasee
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  6. 1) tan(sin^-1(5/6)-cos^-1(1/7)2) tan(è + ); cos è = − 1/7,è in Quadrant III, sin = 1/2, in Quadrant II
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    2. Tenshi asked by Tenshi
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    2. ALISON asked by ALISON
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  7. Evaluate.1. sin^-1(-1/2) 2. cos^-1[(-root 3)/2] 3. arctan[(root3)/3] 4. cos(arccos2/3) 5. arcsin(sin 2pi) 6. sin(arccos 1) I got
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    2. anonymous asked by anonymous
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  8. Evaluate.1. sin^-1(-1/2) 2. cos^-1[(-root 3)/2] 3. arctan[(root3)/3] 4. cos(arccos2/3) 5. arcsin(sin 2pi) 6. sin(arccos 1)
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    2. anonymous asked by anonymous
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  9. Find the exact value of each expressionCos^-1(0) Tan^-1 sqrt(3)/3 Sin^-1(1) Since the expressions are capitalized, I'm not sure
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    2. Kate asked by Kate
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  10. COS[ARCSIN (SIN 3PI/4)]=COS[ARCSIN (SQRT2/2)] =COS [PI/4] = SQRT2/2
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    2. Confused asked by Confused
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  11. 1. Find the value of Sin^-1(-1/2)a. -30 degrees b. 30 degrees c. 150 degrees d. 330 degrees 2. Find the exact value of cos(-420
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    2. Belden asked by Belden
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    2. George asked by George
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  12. 1)Write the equation sin y= x in the form of an inverse function.A)y=Sin-1x B)x=Sin-1y C)y=sin-1x D)y=Sinx I chose A 2)Solve
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    2. Jon asked by Jon
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  13. Evaluate1. sin(tan inverse sqrt(x^2-2x)) 2. tan (sec inverse 3y)
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    2. Jen asked by Jen
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