You didn't use Ram

Computer Science

ScanSolve AI Answer

Answer

0.740 g\text{0.740 g}

Step-by-step solution

2 steps

You are correct that the Relative Atomic Mass (RAM) was provided in the image but not used in the previous calculation.

The reason RAM was not used to calculate NN (number of moles) in the previous step is because the formula N=mRAMN = \frac{m}{\text{RAM}} requires the mass of the substance deposited (mm), which was not given in the image.

However, we can use the RAM to calculate the mass (mm) of the substance deposited, now that we have calculated the number of moles (NN).

Given Values from the image and previous calculation:

  • Number of moles (NN) ≈0.0062176\approx 0.0062176 mol (from previous calculation)
  • Relative Atomic Mass (RAM\text{RAM}) = 119 g/mol

Formula to calculate mass (mm):

m=N×RAMm = N \times \text{RAM}
  1. Substitute the values into the formula.

    m=0.0062176 mol×119 g/molm = 0.0062176 \text{ mol} \times 119 \text{ g/mol}
  2. Calculate the mass (mm).

    m≈0.7399 gm \approx 0.7399 \text{ g}

    Rounding to three significant figures:

    m≈0.740 gm \approx 0.740 \text{ g}

    So, while RAM was not needed to find NN directly from current and time, it is essential to find the mass of the substance deposited.

    The mass of the substance deposited is approximately 0.740 g\text{0.740 g}.

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