A conical flask whose tare mass is $241.3 \cdot g$ $241.3g$ is filled to the mark with water, and the new mass is $489.1 \cdot g$ $489.1g$ . What is the mass of the flask and contents when filled with chloroform, for which $ρ = 1.48 \cdot g \cdot c m^{- 3}$ $rho=1.48gcm^-3$ ?

Question

A conical flask whose tare mass is $241.3 \cdot g$ $241.3g$ is filled to the mark with water, and the new mass is $489.1 \cdot g$ $489.1g$ . What is the mass of the flask and contents when filled with chloroform, for which $ρ = 1.48 \cdot g \cdot c m^{- 3}$ $rho=1.48gcm^-3$ ?

1 Answer

Impact of this question

4825 views around the world

You can reuse this answer
Creative Commons License

Answer 1 · 2016-05-14T17:16:47

$Density (ρ) = \frac{Mass}{Volume}$ $"Density"(rho)="Mass"/"Volume"$

Explanation:

Given the above,

$Volume$ $"Volume"$ $=$ $=$ $\frac{Mass}{ρ}$ $"Mass"/rho$ $=$ $=$ $((489.1-241.3)*cancelg)/(1.00*cancelg*cm^-3)~=250*cm^3$ . Note how the dimensions cancel to give me an answer in $cm^3$ , as is required for a volume.

Given a (rough) volume of $250*cm^3$ , the mass of the flask, when full with chloroform,

$=$ $250*cancel(cm^3)xx1.48*g*cancel(cm^-3)+241.3*g=??g$

Science

Math

Humanities

... and beyond

A conical flask whose tare mass is $241.3 \cdot g$ $241.3g$ is filled to the mark with water, and the new mass is $489.1 \cdot g$ $489.1g$ . What is the mass of the flask and contents when filled with chloroform, for which $ρ = 1.48 \cdot g \cdot c m^{- 3}$ $rho=1.48gcm^-3$ ?

1 Answer

Explanation:

Related questions

Impact of this question

Science

Math

Humanities

... and beyond

A conical flask whose tare mass is 241.3*g241.3⋅g241.3*g is filled to the mark with water, and the new mass is 489.1*g489.1⋅g489.1*g. What is the mass of the flask and contents when filled with chloroform, for which rho=1.48*g*cm^-3ρ=1.48⋅g⋅cm−3rho=1.48*g*cm^-3?

1 Answer

Explanation:

Related questions

Impact of this question

A conical flask whose tare mass is $241.3 \cdot g$ $241.3g$ is filled to the mark with water, and the new mass is $489.1 \cdot g$ $489.1g$ . What is the mass of the flask and contents when filled with chloroform, for which $ρ = 1.48 \cdot g \cdot c m^{- 3}$ $rho=1.48gcm^-3$ ?