The year before Bill painted it by himself but took 12 hours less than Tom took. Working together Bob and Tom painted a fence in 8 hours.

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### Working together Bill and Tom painted a fence in 8 hours.

**Working together bill and tom painted a fence**. The year before Bill painted it by himself but took 12 hours less than Tom took. Let x represent the number of hours Bill needs to paint the fence alone. Last year Tom painted the fence by himself.

So Tom can paint 14 parts in 1 hr. How long did Bill and Tom take when each was painting alone. In 1 hour Tom will paint 119 of the fence.

Work Problems Working together Bill and Tom painted a fence in 8 hours. If Tom has painted the same fence before. The amount of fence that Huck can paint per hour is ππ ππ and the amount that Tom can paint per hour is ππ ππ.

Suppose the entire job of painting the fence takes ππ hours. How long did Bill and Tom take when each was TDrx Bill X-12 2 q 12 – X2-JZX X z 8-6 Solving Rational Equations Work Problems. Tom can paint the same fence in 4 hours.

Now we can write the following equation. In the same time period ie. Working together Bill and Tom painted a fence in 8 hours.

In 1 hour Bill will paint 1x of the fence. Toms rateBills raterate together s y s s v To eliminate the fractions we can multiply both sides of the equation by y and v. The year before Bill painted it by himself but took 12 hours less than Tom took.

Tinas rate 18 jobhr. Part of the job completed in 1 hour Bob Tom Bob and Tom working together. Last year Tom painted the fence by himself.

How long would it take Huck and Tom to paint the fence together. Answer by Cromlix 4371 Show Source. Working together Bill and Tom painted a fence in 8 hours.

Of the job per hour. How long did Bob and Tom take when each was painting alone. So together they can paint ππ ππ ππ ππ of the fence per hour.

Last year Tom painted the fence by himself. If Tom has painted the same fence before by himself in 23 hours how long in hours would it take Bill on his own. Since Toms rate plus Bills rate equals their rate together we have the following equation.

Bill and Tom painted a fence in 14 hours. Working together Bill and Tom painted a fence in 10 hours. Last year Tom painted the fence by himself.

In 1 hour Bill and Tom will paint 18 of the fence. Last year Tom painted the fence by himself. Last year Tom painted the fence by himself.

Last year Tom painted the fence by himself. If Tom has painted the same fence before by himself in 22 hours how long in hours would it take Bill on. Together the rate is 1x jobhr.

Last year Tom painted the fence by himself. How long did Bill and Tom take when each was painting alone. Work Problems Working together Bill and Tom painted a fence in 8 hours.

The year before Bill painted it by himself but took 12 hours less than Tom. When the both work together they paint of the fence length in one hour. Last year Tom painted the fence by himself.

119 1x 18. WORK PROBLEM 4 Working together Bill and Tom painted a fence in 8 hours. The year before Bob painted it by himself but took 12 hours less than Tom took.

The year before Bill painted it by himself but – 18626718. Therefore per hour he painted 10022 454 of the fence. The year before Bill painted it by himself but took 12 hours less than Tom took.

This is the same as multiplying by the least common. You can put this solution on YOUR website. Working together Bill and Tom painted a fence in 10 hours.

So their combined rate of work is the sum of the individual rates and is equal to of the fence. The year before Bill painted it by himself but took 6 hours less than Tom took. The year before Bill painted it by himself but took 12 hours less than Tom took.

So the total time taken by both to paint the fence83hrs. Working together Bill and Tom painted a fence in 8 hours. Working together Bill and Tom painted a fence in 4 hours.

Therefore in 10 hours he would have painted 454 of the fence. How long did Bill and Tom take when each was painting alone. The year before Bill painted it by himself but took 12 hours less than Tom took.

Last year Tom painted the fence by himself. So both can paint 181438 parts in 1 hr. Toms rate 14 jobhr.

If Tom has painted the same fence. Time to complete the job. 10 hours Bill would have painted the rest of the fence since they painted the whole thing together.

Answer provided by our tutors. How long did Bill and Tom take when each vΓ΅FIQting alonRN TO x-iZ 8Kx-12 C 12 8-6 Solving Rational Equations Work Problems. Working together Bill and Tom painted a fence in 14 hours.

Working together Bill and Tom can paint the fence in v hours so their rate is 1 4 of the job per hour. It is Hucks rate of work. Tom painted the fence in 22 hours Ie 100.

Working together Bill and Tom painted a fence in 8 hours.

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