given 184 g of n2h4, determine the number of moles of n2h4. 1 mol n2h4 = 32.05 g n2h4 ? mol n2h4 = 184 g…

given 184 g of n2h4, determine the number of moles of n2h4. 1 mol n2h4 = 32.05 g n2h4 ? mol n2h4 = 184 g n2h4 round your answer to two decimal places.

given 184 g of n2h4, determine the number of moles of n2h4. 1 mol n2h4 = 32.05 g n2h4 ? mol n2h4 = 184 g n2h4 round your answer to two decimal places.

Answer

Explanation:

Step1: Identify the conversion factor

We know that 1 mol of (N_2H_4) has a mass of 32.05 g.

Step2: Calculate the number of moles

We use the formula (n=\frac{m}{M}), where (n) is the number of moles, (m) is the mass, and (M) is the molar - mass. Here, (m = 184\ g) and (M=32.05\ g/mol). So (n=\frac{184\ g}{32.05\ g/mol}). [n=\frac{184}{32.05}\approx5.74\ mol]

Answer:

5.74