A box has sides of 10 cm, 8.2 cm, and 3.5 cm. What is its volume?

Answers

Answer 1

Answer: To find the volume of a rectangular prism, you simply need to multiply the length (in this case, 10) by the width (8.2) by the height (3.5). When we do this, we are left with this:

10 * 8.2 * 3.5 = 82 * 3.5 = 287

The volume of the box is 287 cubic centimeters.
Hope that helped! =)

Answer 2

Answer: 10*3.5*8.2=287

You times all of them together to get the general volume of the box. You use the equation Base*Width*Height = General volume of a Cube.

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Share £117 in the ratio 5:2:6

Answers

117/13=9 so then the ratio 9*5=45 9*2=18 9*6=54 45:18:54

Find the exact value of each trigonometric function:1) cot 135 degrees
2) tan -30 degrees
3) cot (-pi)

Show your work.

This is from trigonometry or Algebra 2.
Please don't answer if you don't know it.

Answers

cot 135 is the same a 1/tan 135, which is equal to 1/-1, so cot 135 is -1

tan -30 is the same as tan 330, which is - $√(3 )$ / 3

cot -π = 1 / tan π, which is 1 / 0, and you can't divide by 0, so cot -π is undefined

Expand or condense the following expression: 3log_2y+log_25-log_2 10

Answers

Answer:

HI,

Step-by-step explanation:

3log_2y+log_25-log_2 10

should be written like :

$3log_2(y)+log_2(5)-log_2(10)\n\n=log_2(y^3)+log_2(5)-log_2(10)\n\n=log_2((5y^3)/(10) )\n\n=\boxed{log_2((y^3)/(2) )}$

Final answer:

To expand or condense the given expression, we can use the properties of logarithms.

Explanation:

To expand or condense the given expression, we can use the properties of logarithms. Based on the properties of logarithms:

Applying these properties, the expanded form of the expression is:

3log2(y) + log2(5) - log2(10) = log2(y3) + log2(5) - log2(10)

This expression cannot be further simplified unless the values of y, 5, and 10 are known.

Learn more about Logarithms here:

brainly.com/question/28346542

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Partitioning Line Segments