What is the sum of the fractions? Simplify your answer.
1116 + 316
The sum of the fractions 1116 and 316 is 1432.
What is the sum of the fractions? Simplify your answer.
11/16 + 3/16
The sum of the fractions 11/16 and 3/16 is 14/16.
its incorrect
I apologize for the mistake. You are right.
The correct sum of the fractions 11/16 and 3/16 is 14/16. However, we can simplify this fraction further.
By dividing the numerator and denominator of 14/16 by their greatest common divisor, which is 2, we get:
14/16 = (14/2)/(16/2) = 7/8.
Therefore, the simplified sum of the fractions 11/16 and 3/16 is 7/8.
Identify the missing denominator in the addition expression 8/11+1/?
To find the missing denominator, we need to determine what should be added to 1 to get a sum with a denominator of 11.
Since 11 is a prime number, we can't directly find a common factor. However, we can see that if we multiply 1 by 11, the resulting fraction will have a denominator of 11.
Therefore, the missing denominator in the addition expression 8/11 + 1/? is 11.
Identify the missing numerator in the addition expression 13/24 + ?/24 = 19/24
To find the missing numerator, we can subtract the numerator of the given fraction from the numerator of the sum:
Antecedent - Consequent = Difference
19/24 - 13/24 = ?/24
The numerator of the sum is 19. The numerator of the given fraction is 13.
Therefore, the missing numerator in the addition expression 13/24 + ?/24 = 19/24 is 6.
Joslani is making slime and the recipe calls for 58 teaspoon of coloring. He only has a 1/8 measurin/g tool available. How many times will he need to fill his measuring spoon to have enough coloring to follow the recipe?
To find out how many times Joslani needs to fill his 1/8 measuring spoon to have enough coloring, we divide the required amount of coloring (58 teaspoons) by the capacity of his measuring tool (1/8 teaspoon):
58 teaspoons ÷ 1/8 teaspoon = 58 teaspoons × 8/1 teaspoon = 58 × 8 = 464.
Therefore, Joslani needs to fill his measuring spoon 464 times to have enough coloring to follow the recipe.