The length of the rectangular tennis court at wimbledon is 6 feet longer than twice the width. if the court's perimeter is 228 feet, what are the court's dimensions?

Respuesta :

The court's dimensions = wide = 27 feet,      length =  27 + 7 = 34 feet

         

Dimensions in arithmetic are the measure of the scale or distance of an item or location or space in one route. In easier terms, it is the measurement of the length, width, and top of whatever.

The primary measurement, as already mentioned, is that which gives it length. an excellent description of a one-dimensional item is a instantly line, which exists handiest in terms of duration and has no different discernible traits.

Length of the rectangular tennis = 6 feet + 2x

Let, wide of the court = 2x

Perimeter = 228 feet

228 = 2( 6+2x + 2x)

      = 12 +4x + 4x

       = 12 +8x

x = (228 - 12)/8

x = 27 feet

Hence wide = 27 feet

       length =  27 + 7 = 34 feet

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