SOLUTION: Two rolls of carpet are together worth £574. The first roll costs £8 per metre. The second which is 7m longer than the first costs £7 per metre. How many metres wre there in each r
Algebra.Com
Question 970686: Two rolls of carpet are together worth £574. The first roll costs £8 per metre. The second which is 7m longer than the first costs £7 per metre. How many metres wre there in each roll? Need equation to work this out please.
Answer by stanbon(75887) (Show Source): You can put this solution on YOUR website!
Two rolls of carpet are together worth £574.
The first roll costs £8 per metre.
Quantity:: x metres
Value:: L 8x
--------------------
The second which is 7m longer than the first costs £7 per metre.
Quantity:: x+7 metres
Value:: L(7x+49)
--------------------------
How many metres wre there in each roll? Need equation to work this out please.
-----
Value Equation:
8x + 7x+49 = 574
15x = 525
x = 35 metres (amt of L8 carpet)
x+7 = 42 metres (amt of L7 carpet)
=================
Cheers,
Stan H.
----------------
RELATED QUESTIONS
A roll of carpet 9 ft wide is 30 ft longer than a roll of carpet 15 ft wide. Both rolls... (answered by josmiceli)
Please help me solve this Problem
A balanced die is rolled twice. Consider the following (answered by stanbon)
You are playing a game with 2 dice. You roll the two dice and get a total of six. What... (answered by stanbon,Edwin McCravy)
What is the probability that in two rolls of a single die, a man will roll a 2 on the... (answered by ewatrrr)
A farmer is fencing off space for his chickens using two rolls of wire fence that are... (answered by ikleyn,KMST)
Javier and Bobby are rolling the pennies in their penny jar. Javier can make 4 rolls in... (answered by josgarithmetic)
Suppose you want to install a carpet in a room that measures 18 feet by 22 feet. The... (answered by Alan3354)
A roof of a new home is 7,299 feet squared. It needs to be covered in tar paper before... (answered by rfer)
The distance a ball rolls down an inclined plane is directly proportional to the square... (answered by Cromlix)