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Furkat [3]
4 years ago
7

What is 85 divided by 1,955

Mathematics
2 answers:
prisoha [69]4 years ago
7 0
<span>85 </span>÷ 1,955 =  85000 ÷ 1955 = <span>

43,47826......

Hope i helped:P </span>
GenaCL600 [577]4 years ago
5 0
\frac{85}{1,955}= \frac{85000}{1955} =43,47826...
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Which measure of central tendency best describes this situation: the favorite color of a class of kindergarteners? Explain. Mode
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Mode because the data are not numerical.

The median cannot be found because you can not place the colors from lowest to highest in value. There's no way to determine order.

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Solve this equation using sum to product formulas: cos3x + sin2x - sin6x + cos5x = 0
Softa [21]
<h2><u>Answer:</u></h2>

x=(nπ/2)±15

x=(2nπ+90)/3

x=90-2nπ

<h2><u>Steps:</u></h2>

cos3x+sin2x-sin6x+cos5x=0

(cos3x+cos5x)+(sin2x-sin6x)=0

equation(1)

<u>Use formula:</u>

\cos(c)  +  \cos(d)  = 2 \cos( \frac{c + d}{2} ) . \cos( \frac{c - d}{2} )

\sin(c)  -  \sin(d)  = 2  \cos( \frac{c + d}{2} ) . \sin( \frac{c - d}{2} )

<u>So in equation (1),if c=3x ,d=5x,C=2x,D=6x</u>

》2cos{(c+d)/2}.cos{(c-d)/2}+2cos{(C+D)/2}.sin{(C-D)/2}=0

》2cos{(3x+5x)/2}.cos{(3x-5x)/2}+2cos{(2x+6x)/2}.sin{(2x-6x)/2}=0

》2cos(4x).cos(-x)+2cos(4x).sin(-2x)=0

》2cos(4x)[cos(-x)+sin(-2x)]=0

》2cos(4x)[cos(x)-sin(2x)]=0

<u>1)</u><u> </u><u>Either:</u>

2cos(4x)=0

cos(4x)=0/2

cos(4x)=0

cos(4x)=cos(90)

General solution for such case is:X=2n±a

So,

4x=2nπ±90

x=(2nπ±90)/4

x=(nπ/2)±15

<u>2) Or:</u>

cos(x)-sin(2x)=0

cos(x)=sin(2x)

General solution for such case is:X=2n±a

So,

x=2nπ±(90-2x)

x=2nπ±90±2x

x±2x=2nπ±90

<u>Take +ve sign,</u>

x+2x=2nπ+90

3x=2nπ+90

x=(2nπ+90)/3

<u>Take -ve sign,</u>

x-2x=2nπ-90

-x=2nπ-90

x=(2nπ-90)/(-1)

x=90-2nπ

4 0
3 years ago
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