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I'll refrain from posting any specifics to the Q and A as my inquiry relates to AAMC 5. bio, passage 5, item 30.
I have absolutely no problem with the solution, but a statement made in the solutions explanation has got me thinking.
It states that resistance in a tube is inversely proportional to the length of the tube.
I find this to be blatantly false - how is that even possible? Resistance of a tube or vessel is proportional to the viscosity and length and inversely proportional to the radius^4. It makes sense that the more viscous the material, the greater the resistance experienced. Likewise, expanding radius would certainly diminish resistance. Shouldn't a longer tube consequently impose a greater resistance as opposed to the inverse suggested by the test writer? Any input is appreciated, thanks.
I have absolutely no problem with the solution, but a statement made in the solutions explanation has got me thinking.
It states that resistance in a tube is inversely proportional to the length of the tube.
I find this to be blatantly false - how is that even possible? Resistance of a tube or vessel is proportional to the viscosity and length and inversely proportional to the radius^4. It makes sense that the more viscous the material, the greater the resistance experienced. Likewise, expanding radius would certainly diminish resistance. Shouldn't a longer tube consequently impose a greater resistance as opposed to the inverse suggested by the test writer? Any input is appreciated, thanks.
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