jrstrom9090

05.11.2019 • 

Mathematics

Choose the quadrant in which the terminal side of this standard position angle is located: 240°
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choose the quadrant in which the terminal side of this standard position angle is located:

150°

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choose the quadrant in which the terminal side of this standard position angle is located:

105.7°

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choose the quadrant in which the terminal side of this standard position angle is located:

95½°

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choose the quadrant in which the terminal side of this standard position angle is located:

330°

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choose the quadrant in which the terminal side of this standard position angle is located:

32.5°

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choose the quadrant in which the terminal side of this standard position angle is located:

-210°

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choose the quadrant in which the terminal side of this standard position angle is located:

-300°

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choose the quadrant in which the terminal side of this standard position angle is located:

-172°

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choose the quadrant in which the terminal side of this standard position angle is located:

339°

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choose the quadrant in which the terminal side of this standard position angle is located:

115°

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choose the quadrant in which the terminal side of this standard position angle is located:

230°

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choose the quadrant in which the terminal side of this standard position angle is located:

-135°

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choose the quadrant in which the terminal side of this standard position angle is located:

120°

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Ответ:

lolav3907

08.01.2022

Mathematics

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First, we need to know what is the range of each quadrant.

I quadrant: 0°-90° (-270° to -360°)II quadrant: 90°-180° (-180° to -270°)III quadrant: 180°-270° (-90° to -180°)IV quadrant: 270°-360°. (0° to - 90°)

According to this, we find the quadrant for each angle.

240° - III quadrant.

150° - II quadrant.

105.7° - II quadrant.

95½° - II quadrant.

330° - IV quadrant.

32.5° - I quadrant.

-210° - II quadrant (the negative sign means the opposite direction).

-300° - I quadrant.

-172° - III quadrant.

339° - IV quadrant.

115° - II quadrant.

230° - II quadrant.

-135° - III quadrant.

120° - II quadrant.

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Ответ:

ayoismeisalex

08.06.2021

Mathematics

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x is 0 becasue If you look in the equation it doesnt have an x it only has an N

x=0

(EXTRA: n= -1)

Step-by-step explanation:

I solved for n just in case you made a typo. but if you didn't then x is 0 becasue there is no x

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