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11111nata11111 [884]
3 years ago
5

A construction company needs new materials for the next job. It needs to purchase three wood beams. Each beam costs $45.25. The

company also needs to purchase six new boxes of screws. Each box costs $12.50.
What is the total price of the new items that need to be purchased?


Please explain!!
Mathematics
1 answer:
Lena [83]3 years ago
7 0
Answer: $210.75

Explanation: You multiply the price of the object by how many they buy.
So for the beams you calculate 3 x 45.25 and get 135.75. For the screws you multiply 6 x 12.50 and that equals 75. Then, for the total price you add the two together, so 135.75 + 75 = 210.75

Another way to do it is (3 x 45.25) + (6 x 12.50) = 210.75
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Every year at the AP Statistics Exam reading apparel is sold to commemorate the event. Based on historical data, we know that 56
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Answer:

0.284

Step-by-step explanation:

To carry out this calculation, we begin by describing the sampling distribution of the sample proportion.

The sample size is n = 50 and the population proportion of teachers who made an apparel purchase is 0.56.

Shape: Because np = (50)(0.56) = 28 and n(1 – p) = (50)(0.44) = 22 are both at least 10, the shape of the sampling distribution of the sample proportion is approximately Normal.

Center:

μ

p

^

=

p

=

0

.

5

6

μ

p

^

​

​ =p=0.56

Variability: The standard deviation of the sample proportion is approximately

(

0

.

5

6

)

(

0

.

4

4

)

5

0

≈

0

.

0

7

0

2

50

(0.56)(0.44)

​

​ ≈0.0702.

P(

p

^

p

^

​ > 0.6) = Normalcdf(lower: 0.6, upper: 1000, mean: 0.56, SD: 0.0702) = 0.284.

P

(

p

^

>

0

.

6

)

=

P

(

z

>

0

.

6

−

0

.

5

6

0

.

0

7

0

2

)

=

P

(

z

>

0

.

5

7

)

=

1

−

0

.

7

1

5

7

=

0

.

2

8

4

3

P(

p

^

​ >0.6)=P(z>

0.0702

0.6−0.56

​ )=P(z>0.57)=1−0.7157=0.2843

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3 years ago
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