Ooo"~ Est: Length: 2.00.00 Kassandra Secundino: Attempt256InlAnswerunitsQuestion 4 (4 points) Convert 348.50 cm^3 to in^31 in = 2.54 cmDo not show the units on...

Find each measurement. Give your answers in terms of $\pi$.
the radius of a sphere with volume $288 \pi \mathrm{cm}^{3}$

So for this problem, we know that the area of a circle is equal to Pi R square. Well, pie has an infinite number of significant digits since it is an irrational number. And so the radius is just going to be 3.102 divided by two. So if we have a diameter of 3.10 to then we can simply divided by two to get exactly 1.551 centimeters for the R radius. And so we have that the area is equal to pi times 1.551 squared. And so now we can write this out and it comes out to 7.55 And now we're going to go four places past the decimal point because we're multiplying something with infinite sick pigs and forcing figs. So should be 7.55 seven centimeter squared

Hello. Yeah, appropriate proposed answer that given a question by setting up solving an appropriate proposal sessions, given that one inches square is 6145 centimeter one In the square. That is 6.45 cm4.45 centimetres square. What area in the square and usage? Eight years given 36.3 cm co 36.3 centimetres square. So one centimeters square. Fund centimeters square. We can died Impact upon 6.45 inches squared. So this area will be close to 36.3 One sentimentally square. That is one upon 6.45 in T squared. So this will be cause to 36 point point 3 36.3 upon 6.45 So this will be a custom 5.6. Yeah. Who's seven? So we can get it. It is approximately equal to 5.63 inches where this is the idea and inches square. I hope you understood. Thank you.

In this question were given the dimensions of a cylinder, We're told that the radius is equal to 2.56 centimetres and the height. Yeah, I was cylinder Is equal to 56.32 centimetres in order to calculate the volume of a cylinder. The formula is pie, r squared h pi Is 3.14 one, uh 16 Mhm. The radius is 2.56 centimeters B squared times the height, 56.32 centimeters. To calculate this to the correct number of sig figs would report this to three Sig figs as the radius limits for calculation, and we'll get a volume of 1.16 times 10 to the third cubic centimeters for the volume of our cylinder To three significant figures.

In this question, we're told we have a cubic box here that measures 39 3 cm on its edge in order to calculate the volume for a cubit sequel aside cubed, Which is equal to 39.3 cm Cubed. And this we would answer to three significant figures 6.07 times 10 to the 4th cubic centimeters would be the volume of this cube done 23 significant figures.