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Kyle needs to make at least 4,000 milliliters of punch. He uses 2 1/2 liters of orange juice, 1 1/4 liters of apple juice, and 500 milliliters of grape juice to make the punch. Does Kyle make enough punch? Select true if you think he does and select false if you think he does not.
To find out if Kyle makes enough punch, we need to convert all the measurements to the same unit (milliliters), then add them together.
2 1/2 liters = 2500 milliliters (1 liter = 1000 milliliters)
1 1/4 liters = 1250 milliliters
500 milliliters
Total amount of juice = 2500 + 1250 + 500 = 4250 milliliters
Since the total amount of juice is 4250 milliliters, which is greater than 4000 milliliters, the answer is true. Kyle does make enough punch.
2 1/2 liters = 2500 milliliters (1 liter = 1000 milliliters)
1 1/4 liters = 1250 milliliters
500 milliliters
Total amount of juice = 2500 + 1250 + 500 = 4250 milliliters
Since the total amount of juice is 4250 milliliters, which is greater than 4000 milliliters, the answer is true. Kyle does make enough punch.
Ms. Randall has a toolbox with wrenches in it. The total mass of the wrenches in the toolbox is 4 kilograms. Ms. Randall takes out one wrench that has a mass of 350 grams and another wrench that has a mass of 575 grams. What is the mass in grams of the wrenches left in the toolbox?
To find the mass of the wrenches left in the toolbox, we need to convert the masses of the individual wrenches to the same unit (grams) and subtract them from the total mass in the toolbox.
Given:
Total mass of wrenches in the toolbox = 4 kilograms
Mass of first wrench = 350 grams
Mass of second wrench = 575 grams
First, convert the total mass of wrenches in the toolbox to grams:
4 kilograms = 4000 grams (1 kilogram = 1000 grams)
Next, subtract the mass of the individual wrenches from the total mass in the toolbox:
4000 grams - 350 grams - 575 grams = 3075 grams
So, the mass of the wrenches left in the toolbox is 3075 grams.
Given:
Total mass of wrenches in the toolbox = 4 kilograms
Mass of first wrench = 350 grams
Mass of second wrench = 575 grams
First, convert the total mass of wrenches in the toolbox to grams:
4 kilograms = 4000 grams (1 kilogram = 1000 grams)
Next, subtract the mass of the individual wrenches from the total mass in the toolbox:
4000 grams - 350 grams - 575 grams = 3075 grams
So, the mass of the wrenches left in the toolbox is 3075 grams.
Shira uses 3 yards 2 feet of rope to tie some packages. Then she uses 5 pieces of rope that are each 4 feet long for another project. How many feet of rope does Shira use in all?
1 yard = 3 feet
Shira uses 3 yards 2 feet of rope to tie some packages. Then she uses 5 pieces of rope that are each 4 feet long for another project. How many feet of rope does Shira use in all?
1 yard = 3 feet
Shira uses 3 yards 2 feet of rope to tie some packages. Then she uses 5 pieces of rope that are each 4 feet long for another project. How many feet of rope does Shira use in all?
To find out how many feet of rope Shira uses in total, we need to convert the measurements to feet and then add them together.
Given:
1 yard = 3 feet
Shira uses 3 yards 2 feet of rope for tying packages.
Shira uses 5 pieces of rope, each measuring 4 feet, for another project.
First, convert 3 yards 2 feet of rope to feet:
3 yards = 3 yards x 3 feet/yard = 9 feet
2 feet
Total length of rope for tying packages = 9 feet + 2 feet = 11 feet
Next, calculate the length of rope used for the other project:
5 pieces of rope, each measuring 4 feet = 5 x 4 = 20 feet
Finally, add the lengths of the two projects together to find the total length of rope used:
Total = 11 feet + 20 feet = 31 feet
Therefore, Shira uses a total of 31 feet of rope.
Given:
1 yard = 3 feet
Shira uses 3 yards 2 feet of rope for tying packages.
Shira uses 5 pieces of rope, each measuring 4 feet, for another project.
First, convert 3 yards 2 feet of rope to feet:
3 yards = 3 yards x 3 feet/yard = 9 feet
2 feet
Total length of rope for tying packages = 9 feet + 2 feet = 11 feet
Next, calculate the length of rope used for the other project:
5 pieces of rope, each measuring 4 feet = 5 x 4 = 20 feet
Finally, add the lengths of the two projects together to find the total length of rope used:
Total = 11 feet + 20 feet = 31 feet
Therefore, Shira uses a total of 31 feet of rope.
1 pound = 16 ounces
Alee is baking a large batch of oatmeal bread at his bakery. He weighs his ingredients on a food scale. Wheat flour 2 1/4 pounds, oats 21 ounces, raisins 1 pounds 6 ounces, butter 7 ounces.
What is the total weight of the ingredients in ounces?
Alee is baking a large batch of oatmeal bread at his bakery. He weighs his ingredients on a food scale. Wheat flour 2 1/4 pounds, oats 21 ounces, raisins 1 pounds 6 ounces, butter 7 ounces.
What is the total weight of the ingredients in ounces?
To find the total weight of the ingredients in ounces, we need to convert all the measurements to ounces and then add them together.
Given:
1 pound = 16 ounces
Wheat flour = 2 1/4 pounds
In ounces: 2.25 pounds * 16 ounces/pound = 36 ounces
Oats = 21 ounces
Raisins = 1 pound 6 ounces
In ounces: 1 pound * 16 ounces/pound + 6 ounces = 22 ounces
Butter = 7 ounces
Now, we add the weights of all the ingredients together to find the total weight:
36 ounces + 21 ounces + 22 ounces + 7 ounces = 86 ounces
Therefore, the total weight of the ingredients in ounces is 86 ounces.
Given:
1 pound = 16 ounces
Wheat flour = 2 1/4 pounds
In ounces: 2.25 pounds * 16 ounces/pound = 36 ounces
Oats = 21 ounces
Raisins = 1 pound 6 ounces
In ounces: 1 pound * 16 ounces/pound + 6 ounces = 22 ounces
Butter = 7 ounces
Now, we add the weights of all the ingredients together to find the total weight:
36 ounces + 21 ounces + 22 ounces + 7 ounces = 86 ounces
Therefore, the total weight of the ingredients in ounces is 86 ounces.
“Oh no!” Mark exclaimed, but Sasha didn’t hear him Continue the story
Mark exclaimed, "Oh no!" as he watched his precious glass vase slip from his hands and shatter into countless pieces on the floor. The sound of the breaking glass echoed through the room, but Sasha, lost in her own thoughts, didn't hear a thing.
Mark tried to assess the damage, carefully stepping around the shattered remnants of the vase. He had bought it years ago during a trip to Italy and it held sentimental value for him. Now, it was nothing more than a pile of shards.
Feeling upset and frustrated, Mark made a mental note to be more careful in the future. He knew that accidents happened, but this vase had held a special place in his heart. He cleaned up the mess, carefully picking up each broken piece, thankful that no one else had been around to witness his mishap.
As Sasha continued to be engrossed in her thoughts, Mark pushed aside his disappointment and decided to put the incident behind him. He knew that dwelling on it wouldn't bring back the vase, and there were more important things to focus on.
With a deep breath, Mark moved on, understanding that life was full of unexpected events and sometimes, things just couldn't be undone. Sasha, still unaware of what had happened, carried on with her day, while Mark resolved to cherish the memories the vase had once represented, rather than dwelling on its loss.
Mark tried to assess the damage, carefully stepping around the shattered remnants of the vase. He had bought it years ago during a trip to Italy and it held sentimental value for him. Now, it was nothing more than a pile of shards.
Feeling upset and frustrated, Mark made a mental note to be more careful in the future. He knew that accidents happened, but this vase had held a special place in his heart. He cleaned up the mess, carefully picking up each broken piece, thankful that no one else had been around to witness his mishap.
As Sasha continued to be engrossed in her thoughts, Mark pushed aside his disappointment and decided to put the incident behind him. He knew that dwelling on it wouldn't bring back the vase, and there were more important things to focus on.
With a deep breath, Mark moved on, understanding that life was full of unexpected events and sometimes, things just couldn't be undone. Sasha, still unaware of what had happened, carried on with her day, while Mark resolved to cherish the memories the vase had once represented, rather than dwelling on its loss.