Compare and fill in the box. $$ 21.6 \div 3.6 imes 2+0.25 imes $$ $$ 16 \div 4-6 \square 4+[96 \div 4 $$ of $$ 3-(16-55 \div 5)] $$ $$ \begin{array}{ll} ext { A. } & ext { D. None of these } \ ext { C. }= & \end{array} $$

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Compare and fill in the box. $$ 21.6 \div 3.6 	imes 2+0.25 	imes $$ $$ 16 \div 4-6 \square 4+[96 \div 4 $$ of $$ 3-(16-55 \div 5)] $$ $$ \begin{array}{ll}	ext { A. }> & 	ext { D. None of these } \ 	ext { C. }= & \end{array} $$

Moran Gough · Accepted Answer

The first expression is $$ 12.25 $$ and the second expression is greater than $$ 12.25 $$. Therefore, the correct answer is A. $$ > $$.

Compare and fill in the box. \( 21.6 \div 3.6 \times 2+0.25 \times \) \( 16 \div 4-6 \square 4+[96 \div 4 \) of \( 3-(16-55 \div 5)] \) \( \begin{array}{ll}\text { A. }> & \text { D. None of these } \\ \text { C. }= & \end{array} \)

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Compare and fill in the box. \( 21.6 \div 3.6 \times 2+0.25 \times \) \( 16 \div 4-6 \square 4+[96 \div 4 \) of \( 3-(16-55 \div 5)] \) \( \begin{array}{ll}\text { A. }> & \text { D. None of these } \\ \text { C. }= & \end{array} \)

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