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(c) The mass of the apple was 85 g. The density of the apple was 0.68g/cm^3 Calculate the volume of the apple. Give your answer in cm^3 __ Volume=cm^3

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(c) The mass of the apple was 85 g.
The density of the apple was 0.68g/cm^3
Calculate the volume of the apple.
Give your answer in cm^3
__
Volume=cm^3

(c) The mass of the apple was 85 g. The density of the apple was 0.68g/cm^3 Calculate the volume of the apple. Give your answer in cm^3 __ Volume=cm^3

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DouglasElite · Tutor for 8 years

Answer

Volume \( = \) Mass/Density \( = \frac{85 \mathrm{~g}}{0.68 \mathrm{~g/cm}^{3}} = 125 \mathrm{~cm}^{3} \).<br />Thus, the volume of the apple is 125 cm³.

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## Step 1:<br />Firstly, we must understand the relationship between mass, density and volume which is given by the formula: <br />### \( \boldsymbol{D = \frac{M}{V}} \)<br />where D is density, M is mass and V is volume. <br /><br />## Step 2: <br />To find the volume, we need to rearrange the formula which gives us:<br />### \( \boldsymbol{V = \frac{M}{D}} \)<br /> <br />## Step 3: <br />Now we will substitute the given mass and density into the formula. The mass (M) of the apple is given as 85 g and its density (D) is 0.68 g/cm³. Thus replacing these values in the formula will give us the volume (V).
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