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Whitepunk [10]
4 years ago
12

(1-cos0)(1+cos0) pls help​

Mathematics
1 answer:
topjm [15]4 years ago
6 0

Answer:

sin²Ф

Step-by-step explanation:

I doubt that you actually meant "cos 0" ... that has a value of 1.

If you meant  (1-cos Ф)(1+cos Ф), then this product is 1 - cos²Ф.

That, in turn, is equal to sin²Ф

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A basketball with a diameter of 9.5 in. is placed in a cubic box with sides 12 in. long. How many cubic inches of packing foam a
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Answer:

1279.3 cubic inches (Rounded to the nearest tenth)

Step-by-step explanation:

Side of a cubic box = 12 inches

volume of cubic box = side^3   (since side is equal to 12 inches)

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____________________________________________________

But, it is given that it has one basketball placed in it.

hence we need to find the volume of basketball .

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formula to calculate its volume will be same as that of formula to calculate volume of sphere

volume of sphere = (4/3 ) \pi r^3\\  where r is the radius of sphere

radius of basketball = diameter/2 =  9.5/2 in = 4.75 inches

therefore volume of basket ball is given by

volume of basketball = (4/3 ) \pi r^3\\\\\\=>(4/3 ) \3.14* 4.75^3\\\\\\= 448.693 \ cubic \ inches

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In box with volume 1,728 cubic inches,, 448.693 cubic inches is occupied by basketball.

It means rest is empty which can be filled with foam.

To calculate the empty space, we subtract volume of basket ball from volume of box

volume of empty space = volume of box  -  volume of basket

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1279.307 cubic inches in nearest tenth will be  1279.3 cubic inches.

Hence, 1279.3 cubic inches of foam are needed to fill the rest of the box

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4.63 > 4.3 because 4.63 > 4.30

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