A recipe requires 3/4 of a cup of water. Kyle has a 1 1/2-cup measuring cup. How much of the measuring cup is filled with water?
2 answers:
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For this case we must raise the equation according to the given statement.
Let the variable "x" be the unknown number.
So, three times the number is:
If to that term is added "6" we have:
The sum of both terms is "12", then:
Thus, the equation is:
Answer:
The easiest way to solve a problem like this is to cross multiply and solve
The problem gives us a ratio
2 pounds of granola = 3 pounds of raisins
which makes a ratio of
The other ratio is
? pounds of granola = 24 pounds of raisins
which makes a ratio of
To solve, set them equal to each other ...
Now we must cross multiply...
To cross multiply, we multiply 2 and 24
and we multiply 3 and x
Now we have an equation to solve!
3x = 48
To solve and get your final answer, divide...
x =
x = 16
You'll need 16 pounds of granola
The problem gives us a ratio
2 pounds of granola = 3 pounds of raisins
which makes a ratio of
The other ratio is
? pounds of granola = 24 pounds of raisins
which makes a ratio of
To solve, set them equal to each other ...
Now we must cross multiply...
To cross multiply, we multiply 2 and 24
and we multiply 3 and x
Now we have an equation to solve!
3x = 48
To solve and get your final answer, divide...
x =
x = 16
You'll need 16 pounds of granola
The budget is $44000
Total spent so far is $10000 + $8500 = $18500
The amount left to spend = 44000 - 18500 = $25500
$25500 is the maximum 6% commission that Lastima Nelson Inc. can spend and stays within the budget
Let the maximum price of the home be
This value of will be the 100% before the 6% commission is calculated of it.
6% of is 25500
1% of is 25500 ÷ 6 = $4250
100% of is 4250 × 100 = $425,000
So, the maximum value of the home is $425,000
Total spent so far is $10000 + $8500 = $18500
The amount left to spend = 44000 - 18500 = $25500
$25500 is the maximum 6% commission that Lastima Nelson Inc. can spend and stays within the budget
Let the maximum price of the home be
This value of
6% of
1% of
100% of
So, the maximum value of the home is $425,000