Example Problem Volume Beam Solved

Sample Questions and Discussion Volume Beams - Continuing the previous material about How to Calculate Formulas Volume Cube and Beam this time Mathematical Formulas will give some examples of questions additional to deepen understanding you about how to solve problems relating to the material on the beam volume. Come on, we just notice how the settlement because below:

Example Problem 1:
is the volume of a beam that has a length of 10 cm, a width of 8 cm and height 5 cm!

Resolution:
Unknown: The length of the beam (p) = 10 cm, width (l) = 8 cm, height (t) = 5 cm
Asked: volume beams (v)?
Answer:
V = LxWxH
V = 10 cm x 8 cm x 5 cm
V = 400 cm [1945902million] 3

So the beam volume adal ah 400 cm [1945902million] 3


Example Problem 2:
Badu has a beam-shaped tub with a height of 50 cm, width 70 cm and length 90 cm. The tub will be filled with water. How much water is needed to fill a 2/3 bath Badu belong?

Resolution:
Unknown: The length of the tub (p) = 90 cm, width (l) = 70 cm, height (t) = 50cm
Asked: 2/3 block volume (v)

Thread: 2/3 x V = LxWxH
= 2/3 ( 90 cm x 70 cm x 50 cm)
= 2/3 (315.000 cm [1945902million] 3 )
= 210,000 cm 3

So much water is needed to fill badu 2/3 bath is 210,000 cm 3


Example Problem 3:
Sprott wants to create a beam-shaped bins. He wants the trash bin width 30 cm, with a length of 3/2 times the width and height of 4 lebihnya bins of width. What volume of garbage that will dibat Sinta?

Resolution:
Given:
The width of the bins (l) = 30 cm
The length of the trash (p) = 3/2 x (l) = 3/2 x 30 = 45 cm
High garbage can (t) = l + 4 = 30 cm + 4 cm = 34 cm

Asked: volume beams (v)

Answer:
V = LxWxH
V = 30 cm x 45 cm x 34 cm
V = 45 900 cm [1945902million] 3

Thus, the volume of garbage sinta is 45 900 cm 3


Example Problem 4:
A block has a length of 15 cm and width 10 cm. If the beam volume 6 liters. How many centimeters in height?

Resolution:
Given: wide beam (l) = 10 cm
The length of the beam (p) = 15 cm
Volume beam (v) = 6 liter = 6 dm [1945902million] 3 = 6000 cm [1945902million] 3
Asked: high beam (t)

Answer:
V = LxWxH
t = V (pxl)
t = 6000 (10 x 15)
t = 6000: 150
t = 40

Thus, the beam height is 40 cm


Sample Problem 5:
Somewhere rice shaped beam with the length, width and height of a row is 10 cm , 15cm and 1m. where rice will be filled with rice for Rp. 8000.00 per liter. How much money must be spent to buy rice?

Resolution:
Given:
The length of the beam (p) = 10 cm
width (l) = 15cm
height (t) = 1 m = 100 cm
price of 1 liter of rice = Rp.8000,00

Asked: the amount of money spent to buy rice

Answer: the volume where rice = LxWxH
V = LxWxH
V = 10 cm x 15 cm x 100 cm
V = 15.000 cm [1945902million] 3
V = 15 liters

price of 15 liters of rice = 15 x Rp. 8.000, - = Rp.120.000,00
So the money spent to buy the rice is Rp.120.000,00

That some beams volume Solved Problem Solved that you can learn in order to deepen understanding of the volume formula beams. Hopefully the above examples of questions can you understand it well.

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