Given that h(t)=−4.9t2+34.2t+68h(t)=-4.9t2+34.2t+68 represents the height, h(t)h(t), in meters, of an object that is thrown off the top of a building, tt seconds after it is thrown, answer the following questions: How many meters high will the object be 2.6 seconds after it is thrown?  Round to 3 decimal places. How long will it take the object to reach 30 meters?  Round to the 3 decimal places

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Q: E F 6. B 8 C 4 С 4

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A: Given p=14.7e-0.21x      8.282=14.7e-0.21x         x=8.282-14.7e-0.21        x=150.84 miles

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Q: «C = [3 6J'

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A: The height of the object dropped from the top of the building is given by H(t)=-16t2+144.

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A: Given, the height of a projectile fired upward is given by the formula              s=v0t-16t2where…

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A: The formula represents the height of a projectile fired upward is, ile fired upward is,