There are two similar bronze statues one has a mass of 300g the other has a mass of 2 kg the height of the smaller statue is 9 cm what is the height of the larger statue?

Answer 1

To determine the height of the larger bronze statue, we can use the concept of similarity in geometry. Since the statues are similar, their corresponding dimensions are proportional. We can set up a proportion using the masses and heights of the statues: (mass of larger statue)/(mass of smaller statue) = (height of larger statue)/(height of smaller statue). Solving for the height of the larger statue gives us: (2 kg)/(300 g) = (height of larger statue)/(9 cm). Converting the masses to the same units (grams), we get: 2000 g / 300 g = height of larger statue / 9 cm. Simplifying the fraction gives us: 6.67 = height of larger statue / 9 cm. Therefore, the height of the larger bronze statue is approximately 6.67 x 9 cm = 60.03 cm.

Answer 2

Well, honey, if the smaller statue is 9 cm tall and has a mass of 300g, and the larger statue has a mass of 2 kg, then it's gonna be taller than your ex's ego. To find the height of the larger statue, you just need to do a little math and convert those units like a pro. So, grab a calculator and work those numbers, darling.

Answer 3

M2=M1 x n^3 where n is the linear scale factor.

2kgs=2000 g

2000 g = 300 g x n^3

n^3=2000/300

n=cube root(2000/300)

which is roughly equal to 1.882

The height of smaller statue is 9 cm and linear scale factor is 1.882

Height of larger statue = 9 x 1.882

Which is roughly equal to 17(3 significant figures)

Hope this helps!

Answer 4

47.8