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Class 12 Tuition > Learn Class XI-XII Tuition (PUC) > What is the value of Sin9000?
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What is the value of Sin9000?

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CSAT Tutor, BPSC DI Tutor (Ex. Drishti IAS Senior Content Writer)

Sin(9000)=sin((360*25)+0)=sin(0)=0 Provided angle is in degree. Formula: Sin((360*x)+y)=sin(y) e.g. Sin(361)=sin((360*1)+1)=sin(1) Sin(760)=sin((360*2)+40)=sin(40) For angle in radian. Sin(9000)=sin((2π*1431)+8.76))=sin(8.76)=0.615447 Where π=22/7 Formula: Sin((2π*x)+y)=sin(y) Use π=22/7
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Sin(9000)=sin((360*25)+0)=sin(0)=0

Provided angle is in degree.

Formula:

Sin((360*x)+y)=sin(y)

e.g.

Sin(361)=sin((360*1)+1)=sin(1)

Sin(760)=sin((360*2)+40)=sin(40)

For angle in radian.

Sin(9000)=sin((2π*1431)+8.76))=sin(8.76)=0.615447

Where π=22/7

Formula:

Sin((2π*x)+y)=sin(y)

Use π=22/7

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Math Tutor

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Maths Master

Divide 9000 by 360 and then write 9000 = 25 × 360 + 0 Now it's become as Sin9000 = Sin (25×360+0) = Sin 0 = 0
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Tutor

Sin(180×50)=sin0=0
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Teacher

0.6154
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Maths Teacher

Sin(9000),= sin (25 x 360) = zero because sine of any multiple of 360 rquals zero
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Tutor

0.615.
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Tutor

0
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sin9000 radians =0.6154
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Experienced Math Tutor with 8 years of experience

Sin9000=0
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