You have 1200 pencils and you order more when your down to 500
So take 1200 - 500 to find how many pencils will be sold before you reorder.
1200 - 500 = 700
Then you take 700 / 24 to find how many days until you reorder.
700 / 24 = 29.1666666666666... You have round up because on day 29 you will have 504 pencils left
So 30 days until the manager reorders
The answer to this question is 24/99. 0.24 with 24 repeating in fractional form is 24/99. You put a 9 in the denominator for every repeating digit.
Answer:
(-1, -4)
Step-by-step explanation:
We have the following system of equations:
We can solve this using substitution.
First, from the second equation, let's subtract 3.25x from both sides. So:
We can now substitute this into the first equation. Note that the first equation is the same as:
Substitute in -y. This yields:
Distribute:
Combine like terms:
Subtract 1.5 from both sides:
Divide both sides by -11. So, the value of x is:
To find y, we can use the equation we solved earlier:
Substitute -1 for x:
Multiply:
Add:
Divide both sides by -1:
So, our solution is (-1, -4).
And we're done!
Answer:
The required linear equation is m + ( 3 m) = 24 : m = number of forks
Step-by-step explanation:
Here, the given question is INCOMPLETE.
Write a system of linear equation that represents this situation
.
A drawer contains 24 spoons and forks. There are three times as many spoons as forks.
Now, according to the given question:
Let us assume the number of forks = m
So, the number of spoons = 3 x ( Number of forks ) = 3 x (m) = 3 m
Now, Number of Spoons + Number of forks = 24
⇒ m + ( 3 m) = 24
Hence the required linear equation is m + ( 3 m) = 24
here : m = number of forks
Draw ten boxes and mark out eight