Evaluate (3)/(sqrt(0.0136)) − (2)/((3.72)2) correct to 4 significant figures using tables.

To evaluate the expression (3)/(√(0.0136)) − (2)/((3.72)²) correct to 4 significant figures using tables, we will break it down into steps. Step 1: Evaluate √(0.0136). To use a square root table, we can rewrite 0.0136 as 1.36 × 10⁻². Then, $√(0.0136) = √(1.36 × 10⁻²) = √(1.36) × √(10⁻²) = √1.3

Evaluate (3)/(sqrt(0.0136)) − (2)/((3.72)2) correct to 4 significant figures using tables.

To evaluate the expression (3)/(√(0.0136)) − (2)/((3.72)²) correct to 4 significant figures using tables, we will break it down into steps. Step 1: Evaluate √(0.0136). To use a square root table, we can rewrite 0.0136 as 1.36 × 10⁻². Then, $√(0.0136) = √(1.36 × 10⁻²) = √(1.36) × √(10⁻²) = √1.3

Solved: Evaluate (3)/(sqrt(0.0136)) − (2)/((3.72)2) correct…

Step 1: Evaluate $\sqrt{0.0136}$ .
To use a square root table, we can rewrite 0.0136 as $1.36 \times 10^{-2}$ .
Then, $\sqrt{0.0136} = \sqrt{1.36 \times 10^{-2}} = \sqrt{1.36} \times \sqrt{10^{-2}} = \sqrt{1.3

Evaluate (3)/(sqrt(0.0136)) - (2)/((3.72)2) correct to 4 significant figures using tables.

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