Which of the following statement(s) is/are TRUE?
I. 2√3 > 3√2
II. 4√2 > 2√8
We know that $$\sqrt3=1.7$$, $$\sqrt2=1.4$$ and $$\sqrt8=2.8$$
I) $$2\sqrt3=2\times1.7\approx3.4$$
and $$3\sqrt2=3\times1.4=4.2$$
=> $$3\sqrt2>2\sqrt3$$
II) $$4\sqrt2=4\times1.4\approx2.8$$
and $$2\sqrt8=2\times2.8=5.6$$
=> $$2\sqrt8>4\sqrt2$$
$$\therefore$$ Neither I and II are true.
=> Ans - (C)
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