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goldenfox [79]
3 years ago
13

Factoring / Distributive Property Worksheet

Mathematics
1 answer:
miss Akunina [59]3 years ago
3 0

1.) 18 + 27y =

Rewrite 18 as 9 * 2

Rewrite 27 as 9 * 3

9 * 3y + 9 * 2

Factor out common term 9

9( 3y + 2)  --------> Answer

2.) 40 + 72b

Rewrite 40 as 8 * 5

Rewrite 72 as 8 * 9

8 * 9b + 8 * 5

Factor out common term 8

8(9b + 5) ---------> Answer

3.) 40 + 28u

Rewrite 40 as 4 * 10

Rewrite 28 as 4 * 7

4 * 7u + 4 * 10

Factor out common term 4

4(7u + 10) ----------> Answer

4.) 60 + 24g

Rewrite 60 as 12 * 5

Rewrite 24 as 12 * 2

12 * 2g + 12 * 5

Factor out common term 12

12(2g + 5) ----------> Answer

5.) 12b + 15

Rewrite 12 as 3 * 4

Rewrite 15 as 3 * 5

3 * 4b + 3 * 5

Factor out common term 3

3(4b + 5)----------> Answer

6.) 44p + 8

Rewrite 44 as 4  * 11

Rewrite 8  as  4 * 2

4 * 11p + 4 * 2

Factor out common term 4

4(11p + 2) ------------> Answer

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(a) Type I error in our context is that our test indicates that the proportion of defective products has increased after inspecting but in actual the proportion of defective products was small.

(b) Type II error in our context is that our test indicates that the proportion of defective products has remained small after inspecting but in actual the proportion of defective products was increased.

(c) Factory owner would consider Type 1 error more serious.

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Step-by-step explanation:

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(a) Type I error represents that we have rejected our null hypothesis given the fact that null hypothesis is True.

Interpretation of this Type I error in our context is that our test indicates that the proportion of defective products has increased after inspecting but in actual the proportion of defective products was small.

(b) Type II error represents that we have accepted our null hypothesis given the fact that null hypothesis is False.

Interpretation of this Type II error in our context is that our test indicates that the proportion of defective products has remained small after inspecting but in actual the proportion of defective products was increased.

(c) Factory owner would consider Type 1 error more serious because after inspecting and testing he assumed that the proportion of defective products  has increased due to which he will halt the assembly process till the time the problem is identified and is repaired but in actual he should continue his  assembly process as in actual the proportion of defective products was small.

(d) Customers will consider Type II error more serious because after inspecting and testing factory owner assumed that the proportion of defective products is small and he will keeps on producing products and assembly process will keeps on going but in actual the proportion of defective products was increased and due to which customers will not get good quality products and they will not be able to purchase the products further.

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Answer:

BCF is the correct answer

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Total = 102
probability of getting a white gumball
= 22/102


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2 years ago
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