17. Find the volume of a pyramid with a rectangular base measuring 6 cm by 4 cm and height 10cm. A. 80cm B. 80cm³ C. 80cm² D. 80m³18. a fish tank is 1.25 metres long, 1meter wide, and 1.5 metres high. What is its volume?A. V= 1.875 m³ B. V= 1.875 m²C. V= 1.874 m³ D. V= 1.874 m²19. Ver has a can in the shape of a cylinder. if the can measures 30cm high and has a base with a diameter of 20 cm, how much water can it hold? A. V= 9424 m³ B. V= 9420 m³C. V= 9420 m² D. V= 9418 m³. Created by Jendeukk. Math

Volume ┉┉┉┉┉┉┉┉┉┉┉┉┉┉┉┉┉┉ Problem #17 Find the volume of a pyramid with a rectangular base measuring 6 cm by 4 cm and height 10cm. ┄┄┄┄┄┄┄┄┄┄┄┄┄┄┄┄┄┄ Solution: Answer: The volume of a pyramid with a rectangular base is . ┉┉┉┉┉┉┉┉┉┉┉┉┉┉┉┉┉┉ Problem #18 A fish tank is 1.25 metres long, 1 meter wide, and 1.5 metres high. What is its volume? ┄┄┄┄┄┄┄┄┄┄┄┄┄┄┄┄┄┄ Solution: Answer: The volume of the fish tank is . ┉┉┉┉┉┉┉┉┉┉┉┉┉┉┉┉┉┉ Problem #19 Ver has a can in the shape of a cylinder. if the can measures 30cm high and has a base with a diameter of 20 cm, how much water can it hold? ┄┄┄┄┄┄┄┄┄┄┄┄┄┄┄┄┄┄ Solution: (using π=3.14) Answer: The can can hold of water. ┉┉┉┉┉┉┉┉┉┉┉┉┉┉┉┉┉┉ #CarryOnLearning

17. Find the volume of a pyramid with a rectangular base measuring 6 cm by 4 cm ...

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Verified answer

Volume

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Problem #17

Find the volume of a pyramid with a rectangular base measuring 6 cm by 4 cm and height 10cm.

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Solution:

$\big \begin{aligned}&\sf \green{V=\frac{l \times w \times h}{3}} \\&\sf V=\frac{6cm \times 4cm \times 10cm}{3} \\&\sf V=\frac{24cm^2 \times 10cm}{3} \\&\sf V=\frac{240cm^3}{3} \\&\sf \purple{V=80cm^3} \end{aligned}$

Answer:

The volume of a pyramid with a rectangular base is $\boxed{\bold{\purple{\Large 80cm^3}}}$ .

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Problem #18

A fish tank is 1.25 metres long, 1 meter wide, and 1.5 metres high. What is its volume?

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Solution:

$\big \begin{aligned}&\sf \green{V=l \times w \times h} \\&\sf V=1.25m \times 1m \times 1.5m \\&\sf V=1.25m^2 \times 1.5m \\&\sf \purple{V=1.875m^3} \end{aligned}$

Answer:

The volume of the fish tank is $\boxed{\bold{\purple{\Large 1.875m^3}}}$ .

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Problem #19

Ver has a can in the shape of a cylinder. if the can measures 30cm high and has a base with a diameter of 20 cm, how much water can it hold?

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Solution: (using π=3.14)

$\big \begin{aligned}&\sf \green{V=π\Big(\frac{d}{2}\Big)^2h} \\&\sf V=3.14 \times \Big(\frac{20cm}{2}\Big)^2 \times 30cm \\&\sf V=3.14 \times (10cm)^2 \times 30cm \\&\sf V=3.14 \times 100cm^2 \times 30cm \\&\sf V=3.14 \times 3000cm^3 \\&\sf \purple{V=9420cm^3} \end{aligned}$

Answer:

The can can hold $\boxed{\bold{\purple{\Large 9420cm^3}}}$ of water.

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#CarryOnLearning

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BinibiningDel Haha, mas marami kang alam kesa sakin brotha!

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Answer:

17. Find the volume of a pyramid with a rectangular base measuring 6 cm by 4 cm and height 10cm. Answer:B.80 cm³

18. a fish tank is 1.25 metres long, 1meter wide, and 1.5 metres high. What is its volume? Answer:A. V=1.875 m³

19. Ver has a can in the shape of a cylinder. if the can measures 30cm high and has a base with a diameter of 20 cm, how much water can it hold? Answer:B. V=9420 cm³

Step-by-step explanation:

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Verified answer

Volume

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Problem #17

Solution:

Answer:

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Problem #18

Solution:

Answer:

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Problem #19

Solution: (using π=3.14)

Answer:

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17. Find the volume of a pyramid with a rectangular base measuring 6 cm by 4 cm and height 10cm. Answer:B.80 cm³

18. a fish tank is 1.25 metres long, 1meter wide, and 1.5 metres high. What is its volume? Answer:A. V=1.875 m³

19. Ver has a can in the shape of a cylinder. if the can measures 30cm high and has a base with a diameter of 20 cm, how much water can it hold? Answer:B. V=9420 cm³

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