A masonry contractor is preparing an estimate for building a stone wall and gate. He estimates that the job will take a​ 40-hour work week. He plans to have two laborers at ​$10 per hour and six masons at ​$21 per hour.​ He'll need ​$3337 worth of materials and wishes to make a profit of ​$400. Write a mathematical statement that will give the estimated cost of the job. Then calculate this total.

Answers

Answer 1
Answer:

Answer:

$9,577

Step-by-step explanation:

Given:

Estimated time for the job = 40 hours

Number of laborers = 2

Per hour laborers cost = $10

Number of masons = 6

Per hour mason cost = $21

Worth of material = $3337

Estimated Profit = $400

Now,

The total amount spent on laborers

= Number of laborers × total working hours × Cost per hour

= 2 × 40 × $10

= $800

The total amount spent on masons

= Number of masons × total working hours × Cost per hour

= 6 × 40 × $21

= $5040

Hence,

the total estimated cost for the job

The total amount spent on laborers                                    $800

The total amount spent on masons                                     $5,040

Worth of material                                                                   $3,337

Estimated Profit                                                                      $400

==========================================================

Total estimated cost                                                               $9,577


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Answers

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Answers

Hope this can help you

What is -14 squared + 5675843

Answers

Answer:

5676039

Step-by-step explanation:

-14² + 5675843

Solve for exponent.

196 + 56758

Add the numbers.

= 5676039

What is the determinant of? –18 –8 10 18

Answers

Answer:

D

Step-by-step explanation:

Edge

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\binom{ | - 18 \:  \:  \:  \: \:  -  8| }{ |10 \:  \:  \:  \:  \:  \:  \:  \:  \:  \:  \:  \:  \:  \: 18| }  =  \n

-  18 *18 - ( - 8 * 10) =

- 324 + 80 =  - 244

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1. Julia's goal is to run faster than two of her friends in an upcoming6.2-mile race. The table shows the results of the last race that each
runner finished. Assume they each run the race at the same rate
they ran their last race. Complete the table. Who will finish first
among the three friends, and by how much time will she beat the
second-place finisher?
Runner
Julia
Hazel
Mekena
Last Race
Distance
(mi)
8
5
6
Last Race
Time
(min: sec)
62:00
39:10
46:00
Rate
(min:sec
per mi)
Time for
6.2 Miles
(min: sec)

Answers

It was a good choice to ask Toni to join the team as she would be able to contribute to the team's success in the race.

What is the ratio and proportion ?

A ratio is an ordered pair of numbers a and b, written a / b where b does not equal 0. A proportion is an equation in which two ratios are set equal to each other. For example, if there is 1 boy and 3 girls you could write the ratio as 1 : 3 (for every one boy there are 3 girls).

To complete the 1-mile relay race in 4:34, each runner must run their quarter-mile leg of the race in a total time of 1:08 (68 seconds).

We can use this information to fill in the missing information in the table:

Runner Rate(min:sec per mi) Time for 1/4mile (min:sec)

Julia 4:40 1:10

Hazel 4:48 1:12

Mekena 4:32 1:08

Toni 4:18 1:04

Based on the table, Toni's rate is faster than the other runners, and her time for a quarter-mile leg of the race is also faster.

Therefore, it was a good choice to ask Toni to join the team as she would be able to contribute to the team's success in the race.

To know more about ratio and proportion visit :

brainly.com/question/12024093

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In a rally race the lead car is ahead by 1 1⁄2 hours. If the lead car is going 60 mph and the second place car is going 70 mph and starts 1 1⁄2 hours after the lead car, how long will it take to overtake the leader?

Answers

Let t hours be the time the second car is driving untill it overtakes the first car. The nfirst car is t-1(1)/(2) hours on the road.

If the lead car is going 60 mph, then for the t-1(1)/(2) hours  it will go the distance

60\cdot(t-1(1)/(2))\ m.

If the second place car is going 70 mph, then for the hours it will go the distance

70\cdot t\ m.

These distances are equal, then

60(t-1(1)/(2))=70t,\n \n60t-60\cdot (3)/(2)=70t,\n \n10t=90,\n \nt=9\ hours.

Answer: 9 hours