A major artery with 10 mm cross-sectional diameter branches into 16 smaller arteries each of cross-sectional diameter 6 mm. By what factor is the speed of blood flow reduced when it passes into the branches?

A major artery with 10 mm cross-sectional diameter branches into 16 smaller arteries each of cross-sectional...
How
its solved
10 Blood flows in an artery of cross sectional area A with a velocity v. The artery then divided into six similar arteries, each of area A/3, the speed of blood in each of these si arteries is A) 3v B) 2v C) v/2 D) v/3
There are two carotid arteries that feed blood to the brain, one on each side of the neck and head. One patient's carotid arteries are each 11.2 cm long and have an inside diameter of 5.2 mm . Near the middle of the left artery, however, is a 2.0-cm -long stenosis, a section of the artery with a smaller diameter of 3.5 mm .For the same blood flow rate, what is the ratio of the pressure drop along the patient's...
having trouble with the arteries of the kidney
: major branches of the abdominal aorta. The 5. Each renal pyramid tapers into a slender papilla. Each papilla borders on a calyx, the first urine-draining structure. Three to four minor calyces drain into a larger urine-draining calyx. Two to three major calyces drain into a large urine collecting chamber, the renal pelvis which leads to the ureter. The calyces and renal pelvis are found in the renal sinus. cup-shaped tube the...
at a bifurcation in an artery, you note that the cross-sectional area of each daughter artery is 20% of that for the parent artery. What is the ratio of the transmitted and reflected pressure wave magnitudes assuming the wave velocity co is the same in the parent and daughter arteries?
There are two carotid arteries that feed blood to the brain, one on each side of the neck and head. One patient's carotid arteries are each 11.2 cm long and have an inside diameter of 5.3 mm . Near the middle of the left artery, however, is a 2.0-cm-long stenosis, a section of the artery with a smaller diameter of 3.2 mm . For the same blood flow rate, what is the ratio of the pressure drop along the patient's...
There are two carotid arteries that feed blood to the brain, one on each side of the neck and head. One patient's carotid arteries are each 11.2 cm long and have an inside diameter of 5.2 mm . Near the middle of the left artery, however, is a 2.0-cm-long stenosis, a section of the artery with a smaller diameter of 3.3 mm. For the same blood flow rate, what is the ratio of the pressure drop along the patient's left...
There are two carotid arteries that feed blood to the brain, one on each side of the neck and head. One patient's carotid arteries are each 11.2 cm long and have an inside diameter of 5.3 mm . Near the middle of the left artery, however, is a 2.0-cm-long stenosis, a section of the artery with a smaller diameter of 3.5 mm. Part A For the same blood flow rate, what is the ratio of the pressure drop along the...
In this problem, you apply the Continuity Equation in 3
ways.
In this problem, you apply the Continuity Equation in 3 ways. Artery Region 2 Region 1 Keep 3 decimal places. (a) As shown in the above figure, a major artery (region 1) with a cross-sectional area of 1.00 cm2 branches into (region 2) 18 smaller arteries, each with an average cross-sectional area of 0.48 cm2. Find the ratio of v,/ V, (in decimal), where v, is the average speed...
There are two carotid arteries that feed blood to the brain, one on each side of the neck and head. One patient's carotid arteries are each 11.2 cm long and have an inside diameter of 5 3 mm Near the middle of the left artery however is 2.0-cm-long stenosis, a section of the artery with a smaller diameter of 3.2 mm. For the same blood flow late, what is the ratio of the pressure drop along the patient's left carotid...
1. The aorta is the largest artery in the body. Where the aorta leaves the heart, it has a diameter of about 3.2cm (that's a radius of 0.016m, area of 0.0008 m^2). The blood flow speed through the aorta near the heart is about 0.30 m/s. a) Calculate the flow rate in the aorta in m^3/s b) by the time the aorta reaches the abdomen the diameter is smaller, only about 2.4cm (that's a radius of 0.012m, area of 0.0004m^2)....