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Calculate the volume of the given figure.30 m?34 M)32 ms28 m"...

Question

Calculate the volume of the given figure.30 m?34 M)32 ms28 m"

Calculate the volume of the given figure. 30 m? 34 M) 32 ms 28 m"



Answers

Find the volume in each figure.

So in this example they just want us to find the volume of the figure and the equation for that. It's just going to be with times the length times the height. But we want to do first is just split this and two separate figures to make this easy. So we'll split right there so that we have to separate figures and then we know because this is four centimeters, this one will be four centimeters, making this 13 centimeters and then this adds right here. We'll also be three centimeters. So with that we'll we'll find the volume of each section and add them together to get the total volume of the figure. So for the bigger section mm it will be the seven centimetres times four centimeters times three centimeters. Which will give us 84 centimeters cubed. And then for the smaller section to read section it will be the three centimeters by four centimeters times three centimeters and give us 36 centimeters cubed. Then we just add them to get together to get the total volume. We get the total volume to be 100 and 20 centimeters cubed.

In this problem, the length of the queue Boyd is given as L. Is equal to life's intimidated. The breath of the Q Boy B is given edge full centimeter and the height of the cowboy attitude given Ed, who sent emitted as we all know that the formula for the volume of Q. Boyd be equal to al multiplication, be my duplication edge. So I will just put the value here, so it is equal to five centimeter multiplication. He is given edge or centimeter and matches given edge. Who centimeter. A non simplification. I get the final answer. He, that his bottom of Q. Boyd is equal to 44 040 centimetre. You, as I answered.

In this problem, the length of cube L. Is given image 20 iron. The breath of the cube is given at 20 I. N. And the height of the cube matches given it 20 I. N. Now we all know that volume of you volume of cube is equal to and multiplication be multiplication edge which is the same year. So I can write it as L. Q. Which is equal to when P. I. N. Whole cube, Which is equal to eight people zero I. N. You as the answer. So I hope you get how I solved the sensor, noting cube, all the value of land Britain height each same. So you can directly apply the Formula L. Cube to calculate the volume.

So in this example they want us to find the volume of our two separate figures here. So the red figure and the black one. Now the red one is a cylinder and we know the volume for a cylinder is going to be pie r squared times the height. They give us the diameter, which is five inches. We know the radius is one half the diameter, plugging that into our original equation. We get at the volume is equal to one half the diameter squared times the height. I'm just going to square the one half. I think it makes the math a little easier and pull it to the outside of the equation. So it's gonna be 1/4 times by times the diameter square times the height. We know the height is six inches, so we can just plug in, get that. The volume is 1/4 times pi times the diameter squared times the height, just six inches. And we get a volume of our red figure to be 100 17.81 cubic inches. Now we need to find the volume for our black figure which is just going to be because it's a rectangle, it's going to be the, with times of length times the height. Um but we can't include the volume of our red figure in this one. So we'll find the volume of the black figure as a whole and then we'll have to subtract it by the volume of the red figure. So this will just be eight inches times six inches times eight inches, which gives us a volume of 300 and 84 cubic inches. And then when we subtract that by the volume of our cylinder, we get the volume of our black figure to be 266.19 cubic inches.


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