Fraction Word Problems Addition Worksheets
Are you a teacher or parent searching for engaging and effective worksheets to help your students or children master fraction addition? Look no further! Our fraction word problems addition worksheets are designed to provide targeted practice in a fun and interactive way. With a focus on real-life scenarios, these worksheets will ensure that students grasp the essential concepts of fraction addition and apply them confidently to solve a variety of word problems.
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A bakery had 3/4 of a cake left over from yesterday. Today, they made 2/5 of a cake. How much cake do they have in total now?
The bakery now has 17/20 of a cake in total. This is calculated by adding 3/4 (yesterday's leftover cake) and 2/5 (today's cake), which is equal to 15/20 + 8/20 = 23/20 = 1 3/20.
The bakery has 1 and 1/20 of a cake in total now.
The bakery currently has 1 and 1/20 of a cake in total.
Lisa drank 3/8 of a liter of juice in the morning. In the afternoon, she drank 1/4 of a liter. How much juice did Lisa drink in total?
Lisa drank a total of 5/8 (3/8 + 1/4) of a liter of juice throughout the day.
Lisa drank 11/32 of a liter of juice in total.
Lisa drank 11/32 of a liter of juice in total.
There are 5/6 of a pizza left. If Jack eats 1/4 of that pizza, how much pizza is left?
If Jack eats 1/4 of the 5/6 of the pizza that is left, he consumes (1/4)*(5/6) = 5/24 of the original pizza. Therefore, the amount of pizza left after Jack eats is 5/6 - 5/24 = 15/24 - 5/24 = 10/24 = 5/12 of the pizza.
There is 15/24 of a pizza left.
There are 15 out of 24 pieces of pizza left.
Sarah saved 2/3 of her weekly allowance and then received another 1/4 from her parents. How much money did Sarah save?
Sarah saved a total of 5/12 of her weekly allowance. This is calculated by adding 2/3 (which is equivalent to 8/12) and 1/4 (which is equivalent to 3/12), resulting in 11/12 of her weekly allowance being saved.
Sarah saved 11/12 of her weekly allowance.
Sarah saved 11/12 of her weekly allowance.
A tank contained 1/2 of its capacity of water. If 3/10 of the remaining water is used, how much water is left in the tank?
If the tank contained 1/2 of its capacity of water initially, and 3/10 of the remaining water was used, then there would be 1/2 * 1/10 = 1/20 of the tank's capacity left in the tank. Therefore, 1 - 1/20 = 19/20 of the tank's capacity is left in the tank after 3/10 of the remaining water is used.
There is 7/20 of the tank's capacity of water left.
There is 7/20 or 35% of the tank's capacity of water left.
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