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Find the arithmetic mean of the following five numbers.
Add the numbers, then divide by or, equivalently, multiply by
.
Find the common denominator of the terms we are adding.
Multiply and simplify.
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Solve,
Since the denominators for the fractions are the same, keep the denominator and add the numerators.
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Scott gave of the chocolate chip cookies he made to Cindy, and he gave
of the cookies to Stephanie. What fraction of his chocolate chip cookies did he give away?
This question wants you to add and
. First, convert both fractions so that they share the same denominator.
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A poll was conducted in a class to see what fraction of the class plays sports. of the class plays basketball, and
of the class plays soccer. The rest of the class do not play any sports. What fraction of the class plays a sport?
To find what fraction of the class plays a sport, add together and
.
First, convert both fractions so that the denominators are the same.
Now, you can add them together.
Compare your answer with the correct one above
Peter ate of a pie for breakfast, then ate
of the pie as a morning snack. How much of the pie did Peter eat?
To find how much of the pie Peter ate, you will need to add together and
.
Start by converting both fractions so that the denominators are the same.
Now, you can add the fractions.
Compare your answer with the correct one above
On a given week, Jeremy spends of his time working on homework and
of his time doing chores. What fraction of his time is spent doing homework and doing chores?
To find how much time Jeremy spends doing his homework and his chores, add together and
.
First, convert both fractions so that they have the same denominator.
Now, you can add the fractions together.
Compare your answer with the correct one above
Timothy spends of his weekly allowance on comic books and
of his weekly allowance on candy. What fraction of his weekly allowance does he spend on comic books and candy?
To find out how much of his weekly allowance Timothy spends on candy and comic books, add and
together.
To do so, you need to first convert both fractions so that they have the same denominator.
Now you can add together the fractions.
Compare your answer with the correct one above
In a jar of marbles, of the marbles are red and
of the marbles of blue. What fraction of the jar of marbles are red and blue marbles?
To find out what fraction of the jar are red and blue marbles, add and
together.
First, you need to convert the fractions so that they have the same denominator. Since is a multiple of
, you only need to change one fraction.
Now, add the fractions together.
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Jim baked two batches of cookies. In the first batch, he used cup of sugar. In his second batch, he used
cups of sugar. In cups, how much sugar did he use in total?
To find how much sugar he used in total, add and
together.
First, make sure that both fractions have the same denominator before you add them. Since is a multiple of
, you will need to convert
into
by multiplying both numerator and denominators by
.
Now, add the fractions.
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Lucy gave away of her hair ribbons to Megan and
of her hair ribbons to Patrice. What fraction of her hair ribbons did Lucy give away?
You will need to add together and
.
Since is a multiple of
, we can use
as the common denominator.
Then,
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Solve,
In order to add the fractions, you need to first find a common denominator. For and
, the least common denominator is
.
Then,
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Michael ate of a cake for breakfast, and then
of the same cake for dinner. How much of the cake did Michael eat?
To figure out how much cake Michael ate, you will need to add the two fractions given in the question.
First, find the common denominator of both fractions and convert them so that they have that denominator.
Now, add the fractions.
Compare your answer with the correct one above
On a certain game show, the audience is polled. of the audience enjoys playing football, and
of the audience enjoys playing basketball. What fraction of the audience enjoys playing football and basketball?
Add the fractions together. In order to do so, you will need to convert so that it shares the same denominator as
.
Now, add the fractions.
Compare your answer with the correct one above