Answer:
The required inequality that shows the maximum number of packages is 
.
Step-by-step explanation:
Consider the provided information.
Each package weighs 3 pounds and Jacob weighs 99 pounds.
let <em>n</em> is the maximum number of package that Jacob can carry with himself in the elevator.
Thus, the total weight of Jacob while having <em>n</em> packages on the elevator is:
The elevator can carry a maximum of 300 pounds at a time, therefore.
Now, subtract 99 from both sides and divide the obtained inequality with 3.
Thus, the Jacob can carry maximum 67 packages.
Hence, the required inequality that shows the maximum number of packages is .
Firstly we need to count how much did the employees earn after the raises:
4% from $41,000 =
= 4/100 * 41,000 =
= 4 * 410 =
= 1644
4,5% from 43,700 =
= 45/1000 * 43,700 =
= 45 * 43,7 =
= 1966,5
3% from 39,700 =
= 3/100 * 39,700 =
= 3 * 397 =
= 1191
Now we need to sum up all the raises:
1644 + 1966,5 + 1191 = 4801,5
So now we can clearly see that answer A ($4,802) is the closest one to the total of all three raises.
Answer: 75 < x < 125.
Step-by-step explanation:
Let x be the amount of money in your wallet.
The phrase "100 dollars give or take 25" means wallet can have money between (100-25) dollars and (100+25) dollars.
i.e. 100-25 < x < 100+25
⇒ 75 < x < 125.
That means the amount of money in your wallet lies between 75 dollars and 125 dollars.
Hence, the inequality to describe the amount of money in your wallet is 75 < x < 125.
Answer:
5x-3 is the answer
I hope it helps have a good day!
Answer:
The answer will be (-5,-25) or x= -5 and y=-25
Step-by-step explanation:
Hope this helped
