Poiseuille’s law for rate of flow of a fluid through a tube is the quadratic polynomial (and power function) F=cR^4, where F is the flow rate ( volume of fluid per time) c is a constant snd R is the radius of the tube a) If R is increased by 16% by what percentage if F increased b) suppose that an artery supplying blood the heart is partially blocked so that its radius is 62% of its normal radius, what percentage of the usual blood flow can the artery sustain

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13. Poiseuille’s law for rate of flow of a fluid through a tube is the quadratic polynomial (and power function) F=cR^4, where F is the flow rate ( volume of fluid per time) c is a constant snd R is the radius of the tube a) If R is increased by 16% by what percentage if F increased b) suppose that an artery supplying blood the heart is partially blocked so that its radius is 62% of its normal radius, what percentage of the usual blood flow can the artery sustain?
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