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https://roofassistant.com/
Energy-Efficient Modern Roofing Experts. Our experts can look at your property and recommend energy-efficient solutions for upgrading roof, gutters, siding, and exteriors. Fill out the “Free Quote Form” to get started today! One of our representatives will contact you soon to schedule the appointment for an expert to look at your property ...
https://softmath.com/algebra-word-problems/show.php?id=20092
let t= the hours the assistant needs to finish 2/5 of the roof. rate of the assistant * t = 2/5 of the roof. (1/18)*t = 2/5. t = 7.2 hours. click here to see the step by step solution of the equation. Click to see all the steps. the assistant will work 7.2 hours longer to finish the repairs.
https://www.algebra.com/algebra/homework/Rate-of-work-word-problems/Rate-of-work-word-problems.faq.question.931553.html
https://www.algebra.com/algebra/homework/word/misc/Miscellaneous_Word_Problems.faq.question.257142.html
A roofer and assistant can repair a roof working together in 6 hours. Working alone the assistant can complete the repair in 14 hours.; Let x = time required by the roofer working alone (required to do the next part): Let the completed job = 1: + = 1 Multiply by 14x 14(6) + 6x = 14x 84 = 14x - 6x 84 = 8x x = x = 10.5 hrs, roofer working alone:
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https://socratic.org/questions/if-it-takes-two-roofers-4-hours-to-put-a-new-roof-on-a-portable-classroom-if-the
Let the work rate per hour of roofer 1 be W_1 Let the work rate per hour of roofer 2 be W_2 Standardise the total amount of work needed by the unit of: 1 roof Initial condition: They both work together for 4 hours to complete the building of 1 roof 4W_1+4W_2=1roof.....Equation(1) We are also told that " "12W_1=1 larr 12 hours of work for 1 …
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