\begin{tabular}{l} Use $$ $$, or $$ = $$ to compare the following decimals \ $$ \begin{array}{ll} ext { (a) } 2.52 \llbracket 9.32 \ ext { (b) } 5.94 \square 5.57 \ ext { (c) } 0.02 \square 0.9 & \square

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\begin{tabular}{l} Use $$ <,> $$, or $$ = $$ to compare the following decimals \ $$ \begin{array}{ll}	ext { (a) } 2.52 \llbracket 9.32 \ 	ext { (b) } 5.94 \square 5.57 \ 	ext { (c) } 0.02 \square 0.9 & \square<\square \ \square=\square\end{array} $$ \ \hline\end{tabular}

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To compare decimals, look at the whole number part first. If they’re the same, compare the digits to the right of the decimal point. (a) Compare 2.52 and 9.32. Since 2 is less than 9, 2.52 < 9.32. (b) Compare 5.94 and 5.57. The whole numbers (5) are the same, so compare the decimals: 0.94 is greater than 0.57, meaning 5.94 > 5.57. (c) Compare 0.02 and 0.9. Here, the whole number parts are both 0; compare the decimal parts by writing 0.9 as 0.90. Since 0.02 < 0.90, it follows that 0.02 < 0.9. Final Answers: (a) 2.52 < 9.32 (b) 5.94 > 5.57 (c) 0.02 < 0.9 (a) 2.52 < 9.32 (b) 5.94 > 5.57 (c) 0.02 < 0.9

Use , or to compare the following decimals

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