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Hello, friends.

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Today we discuss about cylinder.

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As you see in the given figure, the height of the cylinder is small h and the radius is R, so there

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are different formulas available on Google related to the given.

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Cylinder, as you see it, is how you can find out surface area diameter.

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So first we just go for the volume.

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We know that volume is pi R square H.

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So just create this formula.

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So just go to the VI over here.

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So you just need two input variables.

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One is.

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Radius, as you see.

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Second one is.

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Your height, you can make it integer also.

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But right now I'm just make it floating type.

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Okay, so this is my input variables.

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Now for the volume, I just need to create the formula.

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Okay.

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So it is up to you how you can use it.

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So over here I just create.

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Uh.

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Given.

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I just multiply over here because I need pi r squared h.

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Okay.

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So you can just use this one r square.

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It will create you r square.

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So over here, this is pi r square H You just go through the compound function.

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Also, in that case, you need not require any additional multiplication function.

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So just r square h and need one constant that is pi.

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You just go to the constant over here.

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This is pi.

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As you see.

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And over here I just create an indicator related to the volume.

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Okay.

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So over here I just find out the volume control.

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We will remove all the broken wires.

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Let's say the radius is two and the height is four.

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In that case, the volume is 11.1416.

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Okay, so this is how you can find out the volume.

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Let's go with another function.

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If you want to find out the surface area, the formula is two pi r h plus two pi r square.

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So let's do this.

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In the lab view.

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So I just need to pi r as you see, two pi r h so I just need compound function over here.

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The volume is not right because this is the addition function over here.

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I need to multiply it.

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Okay?

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I just change it right now.

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It will give me the proper answer.

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Okay.

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So let's run it.

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As you see, 50.2655 is the right answer.

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Now I just copy this compound function.

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I need to pi r h.

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Okay.

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So this is our this is H and this is pi.

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Then I need a constant create a constant over here that is two and it will give me the two pi r h.

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Okay.

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Over here I got the two pi r h now I just need two pi r square two pi r square because the area two

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pi r h is this is and two pi r square is above one and below one.

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Okay.

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So I just need another compound function

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to.

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I just use same pie.

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Our square needed.

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So our square is over here.

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So you just need to add all these and you just got the surface area.

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So I just use an indicator over here.

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This is surface area of your.

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Cylinder.

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Okay.

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We just need to connect over here.

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Run it for the given values.

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As you see, surface area is 59.4071 and the units is based on your input units.

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If it is in meter, then it is meter square and the volume is meter cube.

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Okay, so this is how you can find out.

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Now just go with the another formula.

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Let's say if you want to find out the lateral surface.

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So lateral surface is your two pi r h.

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Okay.

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So already we have in our case.

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Over here.

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This is my lateral surface, so just copy the indicator.

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Connect this over here.

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And this is my lateral surface.

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You just run it.

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You check out the output.

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As you see, this is my lateral surface for the given input.

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Okay.

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So like this, if you want to go with another formula, you can create your own.

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Okay?

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So.

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So you can create your own formulas using these way.

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This is all about today's lecture.

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Thank you.