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Rudik [331]
3 years ago
15

Two students in your class, Tucker and Karly, are disputing a function. Tucker says that for the function, between x= -3 and x=

3, the average rate of change is 0. Karly says that for the function, between x= -3 and x= 3, the graph goes up through a turning point, and then back down. Explain how Tucker and Karly can both be correct, using complete sentences.
Mathematics
2 answers:
Ulleksa [173]3 years ago
8 0
Tucker's statement that the average rate of change of the function between x=-3 and x=3 is 0 means that f(-3)=f(3). Karly's statement that the graph increases through a turning point and then back down can be consistent with Tucker's statement that the initial value is equal to the ending value, but with an increase and a decrease in the middle.
posledela3 years ago
6 0

Answer:

The function value at -3 and 3 are equal and the function increases and then decreases only once.

Step-by-step explanation:

According to Tucker , if average rate of change is 0 then f(-3) = f(3)

and according to Karly, the function first increases and then decreases til x = 3

So, if we try to solve their disputes with the help of a function, then we get a function whose initial and final positions are same and also there is only one time increase and decrease in the function between x = - 3 to x = 3


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A cupcake requires 35 grams of sugar and 50 grams of flour, and a muffin requires 30 grams of sugar and 65
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The inequality that represents the condition based on the number of grams of sugar is 35C + 30M ≥ 460

The  inequality that represents the condition based on the number of grams of flour is 50C + 65M ≤ 970

<u>Solution:</u>

Given, a cupcake requires 35 grams of sugar and 50 grams of flour, and a muffin requires 30 grams of sugar and 65 grams of flour.  

Shawna needs to use up at least 460 grams of sugar to make cupcakes and muffins, and she wants to use at most 970 grams of flour.

Let C denote the number of cupcakes she makes and M the number of muffins she makes.  

Now, let us write an inequality that represents the condition based on the number of grams of sugar.  

Total sugar used ≥ 460 grams.

Sugar used for cupcakes + sugar used for muffins ≥ 460 grams

Number of cupcakes x sugar used for 1 cupcake + number of muffins x sugar for 1 muffin ≥ 460

C \times 35 + M \times 30 ≥ 460

35C + 30M ≥ 460

Now let us write an inequality that represents the condition based on the number of grams of flour.

Total flour used ≤ 970 grams.

Flour used for cupcakes + flour used for muffins ≤ 970 grams

Number of cupcakes x flour used for 1 cupcake + number of muffins x flour for 1 muffin ≤ 970

C \times 50 + M \times 65  ≤ 970.

50C + 65M ≤ 970

Hence, the inequalities are 35C + 30M ≥ 460 and 50C + 65M ≤ 970.

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