Question

An aorta has diameter 3.0 cm and branches into 27 arteries. Starting with the general form...

An aorta has diameter 3.0 cm and branches into 27 arteries. Starting with the general form of Murray’s law, calculate the diameter of each artery.

Homework Answers

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
The heart pumps blood into the aorta at a rate of 4 L/min. Calculate the average...
The heart pumps blood into the aorta at a rate of 4 L/min. Calculate the average speed of blood if the aorta’s diameter is 2 cm. The aorta branches many times until the blood finally reaches the smallest branch: the capillaries. Each capillary has an average diameter of 6 μm and a length of 1 mm, and the blood slows down to 0.5 mm/s. Calculate the number of capillaries in the body.
The radius of the aorta is about 1.0 cm , and the blood passing through it...
The radius of the aorta is about 1.0 cm , and the blood passing through it has a speed of about 40 cm/s Calculate the average speed of blood flow in the major arteries of the body, which have a total cross-sectional area of about 2.2 cm2 .
Oxygen-rich blood bound for the body tissues leaves the heart through the aorta, the major blood...
Oxygen-rich blood bound for the body tissues leaves the heart through the aorta, the major blood vessel emerging from the heart. It branches out to the arteries, which in turn branch into smaller vessels called arterioles (little arteries). These then branch into tiny, thin-walled capillaries. Blood travels slowly as the red blood cells squeeze through tiny capillaries. The radius of the aorta is approximately 9.8 mm and the speed of the blood there is 30 cm/s. A typical capillary has...
A patient with a coronary heart disease has the plaques deposited in his arteries reducing the...
A patient with a coronary heart disease has the plaques deposited in his arteries reducing the effective artery diameter by 25%. Using Poiseuilles’s Law, find the strain on the heart in term of pressure difference in order to maintain the same flow rate.
The large blood vessel leading from the human heart, the aorta, has an inside diameter of...
The large blood vessel leading from the human heart, the aorta, has an inside diameter of 1.0 cm and a length of 40 cm. The flowing blood (SG = 1.06) has a viscosity of 3.5 CP and an average velocity of 60 cm/s. Find the pressure drop across the aorta, if it is (a) horizontal, (b) vertical with upward flow, and (c) vertical with downward flow.
A 40-turn, 4.0-cm-diameter coil with R=0.40Ω surrounds a 3.0-cm-diameter solenoid. The solenoid is 20 cm long...
A 40-turn, 4.0-cm-diameter coil with R=0.40Ω surrounds a 3.0-cm-diameter solenoid. The solenoid is 20 cm long and has 200 turns. The 60 Hz current through the solenoid is I=I0sin(2πft). What is I0 if the maximum induced current in the coil is 0.20 A?
The human circulatory system delivers oxygenated blood from the lungs throughout the human body to enable...
The human circulatory system delivers oxygenated blood from the lungs throughout the human body to enable the transport to and from body cells of oxygen, carbon dioxide, nutrients, hormones and blood cells. A variety of sizes of arteries and veins are required to ful?l this need. (a) A typical heartbeat pumps 75 mL of blood over a time span of 0.36 seconds into the aorta. If under this pressure the aorta expands to a diameter of 4.2 mm, what is...
A 40-turn, 4.0-cm-diameter coil with R=0.40Ω surrounds a 3.0-cm-diameter solenoid. The solenoid is 20 cm long...
A 40-turn, 4.0-cm-diameter coil with R=0.40Ω surrounds a 3.0-cm-diameter solenoid. The solenoid is 20 cm long and has 200 turns. The 60 Hz current through the solenoid is I=I0sin(2πft). What is I0 if the maximum induced current in the coil is 0.20 A? (If you got 143.6, You are doing it wrong!)
A 3.0-cm tall object is 45 cm in front of a diverging mirror that has a...
A 3.0-cm tall object is 45 cm in front of a diverging mirror that has a -25 cm focal length. Calculate the image position and height. Explain it using a diagram, the equation used in symbol form, and then substitute the values in:
A grinding wheel is 20 cm in diameter, 2.5 cm thick, and weights 2.2 kg. The...
A grinding wheel is 20 cm in diameter, 2.5 cm thick, and weights 2.2 kg. The wheel contains SiC (density of 3.0 gr/cm3 ) bonded by silica glass (density of 2.5 gr/cm3 ). 5 volume percent of the wheel is pores (density ≈ 0). The SiC is in the form of 0.025 cm cubes. Calculate: (a) The volume fraction of SiC particles in the wheel. (b) The number of SiC particles lost from the wheel after it is worn to...