Let X be the amount he earned babysitting
Skateboard and helmet cost 18.25+45.50=$<<18.25+45.5=63.75>>63.75
He earned 63.75/3=$<<63.75/3=21.25>>21.25 mowing lawns
He earned 63.75-21.25=$<<63.75-21.25=42.5>>42.5 babysitting. Answer: \boxed{42.5}.
Jason is saving up for a skateboard and helmet. The skateboard is $45.50 with tax and the helmet is $18.25 with tax. He earned 1/3 of the money by mowing lawns and the rest by babysitting. How much did Jason earn babysitting?
13 answers
Jerri was using a recipe for a large cake that required one-third of a tablespoon of cinnamon. Instead of making one large cake, Jerri decided to use the recipe to make four small cakes. How much cinnamon should she use for each of the four small cakes?
To find out how much cinnamon Jerri should use for each of the small cakes, we need to divide the amount of cinnamon required for the large cake by the number of small cakes.
The amount of cinnamon required for the large cake is one-third of a tablespoon.
So, to find out how much cinnamon should be used for each small cake, we need to divide one-third tablespoon of cinnamon by four.
One-third tablespoon divided by four is equal to (1/3)/4 = 1/12 tablespoon.
So, Jerri should use 1/12 tablespoon of cinnamon for each of the four small cakes.
The amount of cinnamon required for the large cake is one-third of a tablespoon.
So, to find out how much cinnamon should be used for each small cake, we need to divide one-third tablespoon of cinnamon by four.
One-third tablespoon divided by four is equal to (1/3)/4 = 1/12 tablespoon.
So, Jerri should use 1/12 tablespoon of cinnamon for each of the four small cakes.
Molly's family has $3,000 set aside for an upcoming vacation. The family plans to spend 3/5 of this amount on gasoline for the drive and motel rooms along the way and 1/2 of the remainder on meals. How much does Molly's family plan to spend on meals?
To find out how much Molly's family plans to spend on meals, we need to follow these steps:
1. Find out how much money will be spent on gas and motel rooms. Multiply the total amount of money ($3,000) by 3/5:
$3,000 * 3/5 = $1,800
So, $1,800 will be spent on gas and motel rooms.
2. Find out the remainder after spending on gas and motel rooms. Subtract the amount spent on gas and motel rooms ($1,800) from the total amount ($3,000):
$3,000 - $1,800 = $1,200
So, $1,200 is the remaining amount.
3. Find out how much money will be spent on meals. Multiply the remaining amount ($1,200) by 1/2:
$1,200 * 1/2 = $600
So, Molly's family plans to spend $600 on meals.
1. Find out how much money will be spent on gas and motel rooms. Multiply the total amount of money ($3,000) by 3/5:
$3,000 * 3/5 = $1,800
So, $1,800 will be spent on gas and motel rooms.
2. Find out the remainder after spending on gas and motel rooms. Subtract the amount spent on gas and motel rooms ($1,800) from the total amount ($3,000):
$3,000 - $1,800 = $1,200
So, $1,200 is the remaining amount.
3. Find out how much money will be spent on meals. Multiply the remaining amount ($1,200) by 1/2:
$1,200 * 1/2 = $600
So, Molly's family plans to spend $600 on meals.
Rational numbers m and n are plotted on the number line below.
The number line showing numbers from -4 to 4 each divided into 4 segments has point n halfway between 0 and the first segment to the left of 0 and point m halfway between third and the fourth segment to the right of 0.
Based on the number line, which statement is true?
The number line showing numbers from -4 to 4 each divided into 4 segments has point n halfway between 0 and the first segment to the left of 0 and point m halfway between third and the fourth segment to the right of 0.
Based on the number line, which statement is true?
Based on the given description, point n is halfway between 0 and the first segment to the left of 0, which means it is located at -1.5.
Next, point m is halfway between the third and the fourth segment to the right of 0. Therefore, m is located at 3.5.
So, the statement that is true based on the number line description is that n is less than m.
Next, point m is halfway between the third and the fourth segment to the right of 0. Therefore, m is located at 3.5.
So, the statement that is true based on the number line description is that n is less than m.
Rational numbers m and n are plotted on the number line below.
The number line showing numbers from -4 to 4 each divided into 4 segments has point n halfway between 0 and the first segment to the left of 0 and point m halfway between third and the fourth segment to the right of 0.
Based on the number line, which statement is true?
A. n - m is positive
B. n + m is positive
C. n + m is negative
D. -(n - m) is negative
The number line showing numbers from -4 to 4 each divided into 4 segments has point n halfway between 0 and the first segment to the left of 0 and point m halfway between third and the fourth segment to the right of 0.
Based on the number line, which statement is true?
A. n - m is positive
B. n + m is positive
C. n + m is negative
D. -(n - m) is negative
Based on the number line described, point n is located at -1.5 and point m is located at 3.5.
To determine which statement is true, we can start by calculating n - m:
n - m = -1.5 - 3.5 = -5
Since n - m is negative, statement A, which says n - m is positive, is not true.
Next, we can calculate n + m:
n + m = -1.5 + 3.5 = 2
Since n + m is positive, statement B, which says n + m is positive, is true.
Statement C, which says n + m is negative, is not true.
Finally, we can calculate -(n - m):
-(n - m) = -(-5) = 5
Since -(n - m) is positive, statement D, which says -(n - m) is negative, is not true.
Therefore, the correct answer is B. n + m is positive.
To determine which statement is true, we can start by calculating n - m:
n - m = -1.5 - 3.5 = -5
Since n - m is negative, statement A, which says n - m is positive, is not true.
Next, we can calculate n + m:
n + m = -1.5 + 3.5 = 2
Since n + m is positive, statement B, which says n + m is positive, is true.
Statement C, which says n + m is negative, is not true.
Finally, we can calculate -(n - m):
-(n - m) = -(-5) = 5
Since -(n - m) is positive, statement D, which says -(n - m) is negative, is not true.
Therefore, the correct answer is B. n + m is positive.
Jeremy buys a value pack of cheese crackers that contains 42 1/2 ounces of crackers. He divides this into servings of 1 1/4 ounces each. What is the total number of servings Jeremy can make from the value pack?
A. 8 1/2 servings
B. 34 servings
C. 43 3/4 servings
D. 53 servings
A. 8 1/2 servings
B. 34 servings
C. 43 3/4 servings
D. 53 servings
To find the number of servings Jeremy can make from the value pack, we need to divide the total number of ounces (42 1/2) by the serving size (1 1/4).
First, we need to convert 42 1/2 to an improper fraction. We can do this by multiplying the whole number (42) by the denominator (2) and adding the numerator (1).
42 1/2 = (42 * 2) + 1/2 = 84 + 1/2 = 85/2
Next, we need to convert 1 1/4 to an improper fraction. Following the same method, we have:
1 1/4 = (1 * 4) + 1/4 = 4 + 1/4 = 5/4
Now we can divide 85/2 by 5/4:
(85/2) / (5/4) = (85/2) * (4/5) = (85 * 4) / (2 * 5) = 340/10 = 34
Therefore, Jeremy can make 34 servings from the value pack.
The correct answer is B. 34 servings.
First, we need to convert 42 1/2 to an improper fraction. We can do this by multiplying the whole number (42) by the denominator (2) and adding the numerator (1).
42 1/2 = (42 * 2) + 1/2 = 84 + 1/2 = 85/2
Next, we need to convert 1 1/4 to an improper fraction. Following the same method, we have:
1 1/4 = (1 * 4) + 1/4 = 4 + 1/4 = 5/4
Now we can divide 85/2 by 5/4:
(85/2) / (5/4) = (85/2) * (4/5) = (85 * 4) / (2 * 5) = 340/10 = 34
Therefore, Jeremy can make 34 servings from the value pack.
The correct answer is B. 34 servings.
Aaron works
Aaron works 3 1/2 hours every Saturday at a rate of $7.25 per hour. He is paid every four weeks. If his boss gives him a $1.00 raise, how much will Aaron be paid in his next paycheck?
$95.70
$101.50
$108.90
$115.50
Aaron works 3 1/2 hours every Saturday at a rate of $7.25 per hour. He is paid every four weeks. If his boss gives him a $1.00 raise, how much will Aaron be paid in his next paycheck?
$95.70
$101.50
$108.90
$115.50
To calculate Aaron's next paycheck, we need to find the product of his hourly rate and the number of hours worked, and then add the raise amount.
Aaron's hourly rate is $7.25 per hour. He works 3 1/2 hours every Saturday, which can be written as 3.5 hours.
So, the amount Aaron earns per Saturday is 7.25 * 3.5 = $25.375.
His boss gives him a $1.00 raise, so his new hourly rate is $7.25 + $1.00 = $8.25.
To find the total amount for his next paycheck, we multiply his new hourly rate by the number of hours worked: 8.25 * 3.5 = $28.875.
Therefore, Aaron will be paid $28.875 in his next paycheck, which can be rounded to $28.88.
The closest option provided is $28.90, which is different from any of the options provided. Thus, none of the given options are correct.
Aaron's hourly rate is $7.25 per hour. He works 3 1/2 hours every Saturday, which can be written as 3.5 hours.
So, the amount Aaron earns per Saturday is 7.25 * 3.5 = $25.375.
His boss gives him a $1.00 raise, so his new hourly rate is $7.25 + $1.00 = $8.25.
To find the total amount for his next paycheck, we multiply his new hourly rate by the number of hours worked: 8.25 * 3.5 = $28.875.
Therefore, Aaron will be paid $28.875 in his next paycheck, which can be rounded to $28.88.
The closest option provided is $28.90, which is different from any of the options provided. Thus, none of the given options are correct.
1 answer