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1.1 Jane wants to make Spaghetti Bolognese for her family of 5 people, including herself. 1.1.4 The pot that will be used to make this recipe has a radius of 7cm and a height of 5cm. using the conversion 1cm3 = 1 000ml, determine the capacity of the pot in litres. (Capacity =īt x radius x radius x height where t = 3,142)1.2. Jane's friend Amelia, visits from the United States. She gets a copy of the recipe but has to convert the recipe into imperial units. 1.2.1 If 1 kg = 2,2 lb (pounds), convert 300g into pounds

11 Jane wants to make Spaghetti Bolognese for her family of 5 people including herself 114 The pot that will be used to make this recipe has a radius of 7cm and class=
11 Jane wants to make Spaghetti Bolognese for her family of 5 people including herself 114 The pot that will be used to make this recipe has a radius of 7cm and class=

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Answer:

(a)0.76979 liters

(b)0.66 pounds

(c)1 fl. oz to 28.4 ml.

Explanation:

Part 1.14

[tex]\begin{gathered} \text{Capacity}=\pi\times r\times r\times h \\ =3.142\times7\times7\times5 \\ =769.79\operatorname{cm}^3 \end{gathered}[/tex]

Next, we convert the capacity to liters.

[tex]\begin{gathered} 1\operatorname{cm}^3=0.001\text{liters} \\ 769.79\operatorname{cm}=769.79\times0.001\text{liters} \\ =0.76979\; \text{liters} \end{gathered}[/tex]

The capacity of the pot in liters is 0.76979 liters.

Note: In the section below, the decimal symbol is comma

Part 1.2.1

[tex]\begin{gathered} 1\operatorname{kg}=2,2\text{ pounds} \\ 300g=0,3\operatorname{kg}=0,3\times2,2\text{ pounds} \\ =0,66\text{ pounds} \end{gathered}[/tex]

Part 1.2.2

[tex]\begin{gathered} 17,6056\text{ fl. oz.}=500ml \\ 1\text{ fl. oz.}=\frac{500}{17,6056}ml \\ 1\text{ fl. oz.}=28.4\; ml \end{gathered}[/tex]

The conversion rate is 1 fl. oz to 28.4 ml.

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