Igor fills his bathtub at a rate of 0.4 liters per second. Vladimir fills his bathtub at a rate of 25 quarts per minute. Which bathtub is filled at a faster rate?

Igor fills his bathtub at a rate of 0.4 liters per second. Vladimir fills his bathtub at a rate of 25 quarts per minute. Which bathtub is filled at a faster rate?

Will I make it without running out of gas?

Show all work and circle your final answer using the correct units

for my answer on my calculator I get 2700 g/m^3 But I’m not sure if I write 270. g/m^3 as my final answer because of the rounding to the least significant figure rule which we started...

Use Dimensional Analysis

It is dimensional analysis.

An open rectangular box can be formed by cutting identical squares off the four comers of a rectangular piece of cardboard and folding up the-four sections that stick out. For...

just please give me a flat answer

Please help! I have to use dimensional analysis to solve this question and i've been so stumped! the question: The water flow from a particular fire hydrant is 800 gallons per minute. Given that 1...

We have to find the thickness of the block.

How many grams of copper(i) acetate contain 4.55 grams of Cu+?

How many grams of Cu+ are present in 4.40 grams of copper(i) acetate?

How many grams of iron(iii) cyanide in 3.26 grams of Fe3+?

How many grams of Fe3+ are present in 3.49 grams of iron(iii) cyanide?

e.g: for the period of a pendulum?

I'm struggling to understand on how to do this, I'm currently trying to use dimensional analysis to solve the problems, please help. 1. What is the mass of 12.5 moles of silicon? 2...

dP/dt=Λ-μP+μk*exp((P^2-k^2)/k^2) express equation in dimensionless form, reducing the number of parameters to one parameter (name it a). Call x the dimensionless state variable...

I need help setting up the equation.

An individual suffering from high cholesterol levels in her blood has 232 mg of cholesterol per 100 mL of blood.

A 55.0 gal drum weighs 75.0 lbs when empty. What will be its total mass in kg when filled with ethyl alcohol (density=0.789 g/cm^3)?

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