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NikAS [45]
4 years ago
10

What effects does the change of seasons have on the angle of the sun above the horizon at noon?

Geography
1 answer:
irina [24]4 years ago
4 0

Answer:

It changes the angle.

Explanation:

Seasonality affects the angle of the sun above the horizon by making it higher in the summer and lower in the winter.

The tilt of the Earth is responsible for the seasons and for the angle at which the solar rays make contact with any given point on the globe during a certain season.

In summer, the Sun is closer to the overhead position, while in winter the Sun is lower on the horizon.

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The ____ is the one factor that can be manipulated by the experimenter?
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Independent Variable is manipulated.

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14. Given that 16x⁴+ - 4x³– 4b²x² + 7bx + 18 is divisible by 2x + b,
RoseWind [281]

Answer:

(a) check the explanation

(b) the possible values of b is 6i or -29

Explanation:

Given function;

16x⁴ - 4x³– 4b²x² + 7bx + 18

(a)

factor of the given function = 2x + b

then, 2x + b = 0

x = -b/2

substitute the value of b into the given function;

16x⁴ - 4x³– 4b²x² + 7bx + 18

16(\frac{-b}{2} )^4 -4(\frac{-b}{2})^3-4b^2(\frac{-b}{2})^2 +7b(\frac{-b}{2})+18=0\\\\b^4+\frac{b^3}{2}  -b^4-\frac{7b^2}{2}  +18=0\\\\\frac{b^3}{2} -\frac{7b^2}{2} +18=0\\\\multiply\ through \ by \ "2"\\\\b^3-7b^2+36 =0 \ (shown)

(b)

b³ - 7b² + 36 = 0

b²(b - 7) + 36 = 0

b²(b - 7) = -36

b² = -36                or b - 7 = -36

b = √(-36)             or  b = -36 + 7

b = √(-1) x √(36)   or  b = -29

b = 6i       or   -29              

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3 years ago
Need help with this quick!<br> I live in Texas.
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Texas is middle so it would be a
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