ShmoopTube

Where Monty Python meets your 10th grade teacher.

Search Thousands of Shmoop Videos


Area and Volume Videos 5 videos

GED Math 2.1 Measurement
219 Views

GED Math 2.1 Measurement. How tall is the water tank?

GED Math 3.3 Measurement
204 Views

GED Math 3.3 Measurement. What is the surface area of the cone?

GED Math 4.3 Measurement
219 Views

GED Math 4.3 Measurement. How should this equation for calculating the area of a hexagon be completed?

See All

GED Math 2.1 Measurement 219 Views


Share It!


Description:

GED Math 2.1 Measurement. How tall is the water tank?

Language:
English Language

Transcript

00:00

Thank you We sneak in and here's your smoke du

00:05

jour brought to you by water tanks Ifyou're not dunking

00:08

your teacher in one Well what good are they anyway

00:11

Alright a large cylindrical water tank has a radius of

00:14

two meters and a surface area of twenty eight high

00:17

meters So how tall is the water tank and here's

00:20

A potential answers Okay here we go Alright So suppose

00:27

we can't just ask it or look up its information

00:30

on it's like dating profile All right well we're gonna

00:35

have to use some kind of formula here And we're

00:37

told that the tank is a radius of two meters

00:40

and a service area Twenty eight pi square meters All

00:43

right well where do we go A formula for the

00:45

surface area of a cylinder is s a equals two

00:51

pi r squared plus two pi r h where s

00:56

a is surface area Are is the radius of a

00:58

cylinder And h is the height Got to be sure

01:02

you got those right All right well the first bit

01:04

this helps us find the area of the top and

01:06

bottom circles while this second part helps us find the

01:09

area of the rest of the cylinder Okay So now

01:12

let's plug in what we know in this formula twenty

01:14

eight pi that service area equals two pi times two

01:18

squared And since two is the radius plus two pi

01:21

times two times a jj equals eight pi plus four

01:27

pi times Cage mouthful Yeah It's a lot We can

01:31

simplify by combining Like terms and subtracting a high from

01:35

both sides to get twenty pi equals four pi h

01:40

Now divide both sides by pie will get rid of

01:42

that pie and we have a cheek ual's and that's

01:46

It that's our hype Answer b Well that one was 00:01:50.566 --> [endTime] a slam dunk

Related Videos

GED Math 5.5 Graphs and Functions
882 Views

GED Math: Graphs and Functions Drill 5, Problem 5. What is the value of a?

GED Math 1.1 Measurement
327 Views

GED Math: Measurement Drill 1, Problem 1. The area, in square inches, of the shaded region where the two rectangles overlap is...what?

GED Math 1.1 Graphs and Functions
11928 Views

GED Math 1.1 Graphs and Functions. Which is the appropriate region of the coordinate plane?

GED Math 1.1 Expressions and Equations
878 Views

GED Math: Expression and Equations Drill 1, Problem 1. How much do the apples cost after tax?

Volumen de un Cubo
754 Views

Los cubos de hielo no son ruidosos generalmente...pero tienen un volumen de tipo diferente. Este video te enseñará cómo encontrar el volumen de...