The ratio of areas of a circular and rectangular field is 1:2. If the area of a circular field is 50 m², then area of the rectangular field is ___ m²

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Solution

The ratio of areas of a circular and rectangular field is 1:2.
So, $\frac{A r e a o f c i r c u l a r f i e l d}{A r e a o f r e c t a n g u l a r f i e l d}$ = $\frac{1}{2}$
By cross multiplying we get,
Area of the rectangular field = 2 $\times$ Area of the circular field.
Area of the rectangular field = $2 \times 50$
= 100 $m^{2}$

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The ratio of areas of a circular and rectangular field is 1:2. If the area of a circular field is 50 m2, then area of the rectangular field is ___ m2

The ratio of areas of a circular and rectangular field is 1:2. So,Area of circular fieldArea of rectangular field=12 By cross multiplying we get, Area of the rectangular field = 2 ×Area of the circular field. Area of the rectangular field = 2×50 = 100 m2

The ratio of areas of a circular and rectangular field is 1:2. If the area of a circular field is 50 m², then area of the rectangular field is ___ m²