Interpretation : By the use of dimensional analysis, the given density is to be converted.
Concept Introduction : An effective approach for resolving conversion problems where measurement in one unit is changed to an equivalent measurement in another is dimensional analysis.
The connectivity between mass and volume is density. The formula of density is given as:
Answer to Problem 43SP
The desired conversion is finding the volume of boron. The volume of boron is
Explanation of Solution
Given information:
The density of boron is
The mass of boron is
An effective approach for resolving conversion problems where measurement in one unit is changed to an equivalent measurement in another is dimensional analysis.
Density is defined as the ratio of mass to volume. It gives the connectivity between mass and volume.
The formula of density is given as:
To convert
Rewrite the density formula to isolate the volume term.
To calculate the volume, substitute the values in above formula:
The desired conversion is finding the volume of boron. The volume of boron is
Interpretation : By the use of dimensional analysis, the given density is to be converted.
Concept Introduction : An effective approach for resolving conversion problems where measurement in one unit is changed to an equivalent measurement in another is dimensional analysis.
The connectivity between mass and volume is density. The formula of density is given as
Answer to Problem 43SP
The desired conversion is finding the volume of mercury. The volume of mercury is
Explanation of Solution
Given information:
The density of mercury is
The mass of mercury is
An effective approach for resolving conversion problems where measurement in one unit is changed to an equivalent measurement in another is dimensional analysis.
Density is defined as the ratio of mass to volume. It gives the connectivity between mass and volume.
The formula of density is given as
To convert
Rewrite the density formula to isolate the volume term.
To calculate the volume, substitute the values in the above formula:
The desired conversion is finding the volume of mercury. The volume of mercury is
Chapter 3 Solutions
Chemistry 2012 Student Edition (hard Cover) Grade 11
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