To discover the volume the a slanted prism, all you require to understand is the area of the base and the height of prism. If you recognize these 2 things, then the volume that a prism can be calculated using formula

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correct an option is A.




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The price is letter c. The volume enclosed by the slanted prism is 300 cm3. The formula the volume for any type of prism is together follows:area of base * elevation = volumearea = 25 cm2height = 12 cm25 cm2 * 12 centimeter = volumevolume = 300 cm3Thank you because that posting your question. You re welcome feel totally free to questioning me more.

V=BhV = volumeB = area the the baseh = height**The elevation is the perpendicular height, 9 cm in this case, not the slant length, 12 cm. so the 225cm hope it helped

We recognize thatvolume the the slanted prism is same to
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whereB is the area of the base------> 
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h is the height of the prism-----> 
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so
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the prize is the option 
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Afactory provides propeller journey shafts because that ships. A top quality assurance technician at the factory needs to calculation the true mean length of the shafts. She randomly selects four drive shafts made in ~ the factory, procedures their lengths, and also finds their sample median to it is in 1000 mm. The lengths are well-known to follow a normal circulation whose standard deviation is 2 mm. Calculate a 95% confidence interval because that the true mean length of the shafts. Input your answers because that the margin the error, lower bound, and also upper bound.