The area bounded by the loop of the curve 4y2=x2(4−x2) is 7/3 sq. units (b) 38squ˙nites 311squ˙nits (d) 316squ˙nits

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The area bounded by the loop of the curve {4}{y}^{{2}}={x}^{{2

Question

The area bounded by the loop of the curve $4 y^{2} = x^{2} (4 - x^{2})$ is 7/3 sq. units (b) $\frac{8}{3} s q \overset{u}{˙} n i t e s$ $\frac{11}{3} s q \overset{u}{˙} n i t s$ (d) $\frac{16}{3} s q \overset{u}{˙} n i t s$

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Eleanor Discussed

The area bounded by the loop of the curve

4 y^{2} = x^{2} (4 - x^{2})

is 7/3 sq. units (b)

\frac{8}{3} s q \overset{u}{˙} n i t e s

\frac{11}{3} s q \overset{u}{˙} n i t s

(d)

\frac{16}{3} s q \overset{u}{˙} n i t s

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Question Text

The area bounded by the loop of the curve

4 y^{2} = x^{2} (4 - x^{2})

is 7/3 sq. units (b)

\frac{8}{3} s q \overset{u}{˙} n i t e s

\frac{11}{3} s q \overset{u}{˙} n i t s

(d)

\frac{16}{3} s q \overset{u}{˙} n i t s