volume of water delivered using a buret has a mass of 2.67 g. What was the final volume reading on the buret if the inital volume reading was 0.10 ml?
[assume the density of water is 1.00g/mL]
Density=mass/volume
Solve for volume,
mass/density=(2.67 g)/(1.00g/mL)=volume in mL
volume in mL+0.10mL=final volume
What is the density of a block of unknown material with a mass of 18.17 g if the dimensions are:
length = 2.2 cm
height = 1.7 cm
width = 5.2 cm
What is the density of a 19.99 g object if the dimensions of the block are:
length = 12.6 mm
height = 4.88 cm
width = 0.0140 m
To find the final volume reading on the buret, we need to calculate the volume of water delivered.
Given:
Initial volume reading = 0.10 mL
Mass of water delivered = 2.67 g
Density of water = 1.00 g/mL
To find the volume of water delivered, we can use the formula:
Volume = Mass / Density
Plugging in the values:
Volume = 2.67 g / 1.00 g/mL
Volume = 2.67 mL
Now, to find the final volume reading on the buret, we add the volume of water delivered to the initial volume reading:
Final volume reading = Initial volume reading + Volume of water delivered
Final volume reading = 0.10 mL + 2.67 mL
Final volume reading = 2.77 mL
Therefore, the final volume reading on the buret would be 2.77 mL.