A groundskeeper is tasked with fertilizing the grass of a triangular courtyard. To determine how much fertilizer he should buy, he must know the area of the courtyard. The owner informs the groundskeeper that the base of the courtyard is √90 meters and the height of the courtyard is 10+√3meters. What is the area of the courtyard? (Recall that the area of a triangle is , where b is the base and h is the he

Question

A groundskeeper is tasked with fertilizing the grass of a triangular courtyard. To determine how much fertilizer he should buy, he must know the area of the courtyard. The owner informs the groundskeeper that the base of the courtyard is √90 meters and the height of the courtyard is  10+√3meters. What is the area of the courtyard?  (Recall that the area of a triangle is , where b is the base and h is the he

anonymous · Answer

I did and got 3√5/2(10+√3)

anonymous · Answer

plug in values it gives 

                    3 √ 10   / 2          (  10  + √3 )
           

if i did no get this wrong

anonymous · Answer

√90
 /    |
3     30
       /    \
     3       10
   
3   √ 10

anonymous · Answer

its the same as I got but its not one of the answers
 they are looking for

anonymous · Answer

either 15√5+3/2√15 sq. meters 
15√10+3/2√30
30√5+3√15

anonymous · Answer

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