Question

Scale factor examples in daily life

Answer 1

Scale factor can be used in almost all situations. Scale factor is used in math and can be used when constructing any mini model of a real life design. Scale factor is often utilized in cooking recipes/procedures. For example, when using a recipe to make a dozen cookies, you follow the required amount of ingredients (i.e., 3 cups of flour, 2 eggs, 6 cups of sugar, etc.). You want to make 25 cookies and only have the recipe for a dozen cookies. You are given some measurements of ingredients for a batch of 25 cookies (i.e, 14 cups of flour, 11 eggs, etc.), but you are missing the amount of required sugar. With the given measurements from the batch of a dozen cookies and a batch of 25 cookies, you will utilize a scale factor to determine the amount of sugar needed. (In this scenario, you would need 12.5 cups of sugar for the batch of 25 cookies.

Answer 2

Answer:

A scale factor is a comparison of two matching sides of comparable figures. When an object or figure has a scale factor of 3, it is three times as large as the original. The new item or image is one-third the length of the original if the correction factor is one-third.

step-by-step explanation:

Real-life Applications of Scale Factor:

It is vital to explore real-life applications to grasp the concept more clearly.

Scale factor is similar to ratios and proportions in that different values are multiplication or reduced by a specific number to raise or decrease the provided figure.

• If a party at your house has more guests than you had anticipated. To feed everyone, you must increase the food items' ingredients by multiplying each one by the same number. For instance, if there are 4 more people than you anticipated and each person needs 2 slices of pizza,
• you will need to make 8 more pizzas to feed everyone.
• The Scale factor can also be used to determine a certain percentage increase or to determine the percentage of a quantity.
• In addition, utilizing our understanding of the times tables, it enables us to calculate the ratio and proportion of different groupings.
• To change Size: Here, the ratio of how much to be amplified can be calculated.
• Scale Drawing: The measurement of the drawing in relation to the initially provided figure.
• The ratio of the dimensions of the respective sides is obtained when two similar geometric figures are compared using the scale factor.

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