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Baseball mass. Baseball rules specify that a regulation ball shall weigh no less than 5.00 ounces nor more than 5$\frac{1}{4}$ ounces. What are the acceptable limits, in grams, for a regulation ball? (See Appendix D and use the fact that 16 oz $=1$ lb.)

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149 $\mathrm{g}$

Physics 101 Mechanics

Chapter 1

Models, Measurements, and Vectors

Physics Basics

Cornell University

University of Washington

University of Sheffield

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I can't read a chapter. One problem 51. And this says baseball rules specify that a regulation hauled away no less five ounces and no mohr than five and 1/4 ounces. So the weight greater than that, but no more than 5 to 5 senses. Okay, so what are the acceptable limits and grants? Okay, so five ounces, two grams. We just need to convert this so it's first good two pounds. His advice in easy. This is one pound has 16 ounces in it. I simply have to cancel out. And now we can get grams two pounds really pounds on tops of what pounds on body, and we want it in grams. So there's 1,000 grams in to put 205 pounds, but also a kilogram. So we do this complication. We come out with 55 you come out with 100 and 42 gramps, so five ounces is good for that. So now we want to find 5 5 to 5 ounces is just multiplied by the same things. 1,000 over t part two of five, and this comes out to be 149 grams. So that means our weight has to be crater. They are equal to 100 5 and less than an equal to 149 grades perfect.

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