A surveyor wishes to find the height of a cliff (palisade) on the opposite side of a river. The given figure shows the measurements that were made. How high is the cliff? (In the figure, the triangle containing the height h is vertical and perpendicular to the river.) River Clif 3.50 82.83 481.91 ft The height of the cliff is ft. (Round to the nearest foot as needed.)

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A: We will find the solutions to the quadratic equation. 

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A: Let's find. 

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A: as per the question h is given h=66mm ,r =8mm so by using tan=perpendicular/base=668=8.25

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A: We can find the answer using algebraic method as below.

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A: SOLUTION-

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A: The sixth month this year, you have $372 saved.At the eighth month this year, you have saved $396

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A: The solution is given below.

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A: Since you have posted multiple questions i can do first question as per our company guidelines pleas...

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A: Here we have to use the concept of linear equation.

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A: topic - Pythagoras theorem (a+b)2=a2+2ab+b2