The density of a metal is 8.67 g/cm³. How many pounds are in 298.86 in3 of the metal? (You can use the conversion factor approach. Or, you can convert density in g/cm3 to Ib/in and then multiply the result times number of pounds. 2.52 cm = 1 inch 454 g 1 lb Please see 'answers to extra problems' question 10 for hints on how to do this.) You need to write your answer in the box with one number past the decimal. Please don't worry about the sig figs in this case. In these formula problems, the Canvas software will give a variety of questions and each student gets their data with different sig figs. So I just have to choose and sometimes it might seem that one past the decimal is not the correct sig figs. Nonetheless, you have to follow that direction.

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Author:Steven S. Zumdahl, Susan A. Zumdahl, Donald J. DeCoste
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The density of a metal is 8.67 g/cm3. How many pounds are in 298.86 in of the metal?
(You can use the conversion factor approach. Or, you can convert density in g/cm to Ib/in and then
multiply the result times number of pounds.
2.52 cm = 1 inch
454 g = 1 lb
Please see 'answers to extra problems' question 10 for hints on how to do this.)
You need to write your answer in the box with one number past the decimal.
Please don't worry about the sig figs in this case. In these formula problems, the Canvas software will give a
variety of questions and each student gets their data with different sig figs. So I just have to choose and
sometimes it might seem that one past the decimal is not the correct sig figs. Nonetheless, you have to
follow that direction.
Transcribed Image Text:The density of a metal is 8.67 g/cm3. How many pounds are in 298.86 in of the metal? (You can use the conversion factor approach. Or, you can convert density in g/cm to Ib/in and then multiply the result times number of pounds. 2.52 cm = 1 inch 454 g = 1 lb Please see 'answers to extra problems' question 10 for hints on how to do this.) You need to write your answer in the box with one number past the decimal. Please don't worry about the sig figs in this case. In these formula problems, the Canvas software will give a variety of questions and each student gets their data with different sig figs. So I just have to choose and sometimes it might seem that one past the decimal is not the correct sig figs. Nonetheless, you have to follow that direction.
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