Question

On a map, each centimeter represents 50 m.

Answer 1

Tameka's claim is incorrect, because the actual area of the park is 15000 square meters.

The scale measurement of the area of the park is given as:

$1cm : 50m$

Square both sides of the ratio

$(1cm)^2 : (50m)^2$

$1cm^2 : 2500m^2$

Multiply both sides of the ratio by 6

$6 \times 1cm^2 : 6 \times 2500m^2$

Evaluate both factors

$6cm^2 : 15000m^2$

The above means that the actual area of the park is 15000 square meters.

Hence, Tameka's claim is incorrect

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