Question
There are 44 monkeys in the zoo but 5 of the monkeys are at the Vet and 10 baby monkeys are in the nursery. How many monkeys are left in the monkey cage ?
- 29
- 20
- 30
- 27
Hint:
Add the number of monkeys at the vet with the number of monkeys at the nursery. Then subtract the total number of monkeys in the zoo with this sum.
The correct answer is: 29
The number of monkeys in the zoo = 44
Number of monkeys at Vet = 5
Number of monkeys in the nursery = 10
Number of monkeys left in a zoo = 44 – 5 – 10 = 29
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)
Start at 44, count back 5 ones and 1 ten, you can land on
Read the problem carefully multiple times in order to understand it.
Related Questions to study
42 students are going to the zoo. The first bus can only take 24 of them. How many students need to wait for the second bus ?
Read the problem carefully in order to understand it.
42 students are going to the zoo. The first bus can only take 24 of them. How many students need to wait for the second bus ?
Read the problem carefully in order to understand it.
Add using a hundred chart.
17 + 4 = __.
Add using a hundred chart.
17 + 4 = __.
Choose the answer which has a sum of 34.
Add using a hundred chart.
Choose the answer which has a sum of 34.
Add using a hundred chart.
Jacks’ mom bought him 50 apples. His dad bought him 34 more apples. How many apples did Jack have in total? Use a hundred chart.
Jacks’ mom bought him 50 apples. His dad bought him 34 more apples. How many apples did Jack have in total? Use a hundred chart.
Randy has 80 soda cans. His dad gives him 20 more soda cans. Find the sum using a hundred chart.
Randy has 80 soda cans. His dad gives him 20 more soda cans. Find the sum using a hundred chart.
From the given hundred chart, choose the correct sum.
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)
From the given hundred chart, choose the correct sum.
![](data:image/png;base64,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)
From the given hundred chart, choose the correct sum.
![](data:image/png;base64,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)
From the given hundred chart, choose the correct sum.
![](data:image/png;base64,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)
Add using a hundred chart.
___= 25 + 10.
Avoid any calculation errors while adding.
Add using a hundred chart.
___= 25 + 10.
Avoid any calculation errors while adding.
Add using a hundred chart.
12 + 4 = __.
Avoid any calculation errors.
Add using a hundred chart.
12 + 4 = __.
Avoid any calculation errors.
Add using a hundred chart.
48 + 23 = ___.
Avoid any calculation errors.
Add using a hundred chart.
48 + 23 = ___.
Avoid any calculation errors.
Stefanie bought 56 beads from the beads store. She bought 32 more beads from the art store. How many beads did she buy altogether?
Read the problem carefully multiple times in order to understand it.
Stefanie bought 56 beads from the beads store. She bought 32 more beads from the art store. How many beads did she buy altogether?
Read the problem carefully multiple times in order to understand it.
Julie made 31 bracelets for the mini-maker faire. Then she made 26 more. How many bracelets did Julie make altogether?
Read the problem carefully in order to understand it.
Julie made 31 bracelets for the mini-maker faire. Then she made 26 more. How many bracelets did Julie make altogether?
Read the problem carefully in order to understand it.
Callie has 18 seeds. She planted 10 of the seeds. Callie have _______ number of seeds now
Read the problem carefully multiple times in order to understand it.
Callie has 18 seeds. She planted 10 of the seeds. Callie have _______ number of seeds now
Read the problem carefully multiple times in order to understand it.
Find 8 - 6 = ...............
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)
Observe the figure carefully in order to understand the problem.
Find 8 - 6 = ...............
![](data:image/png;base64,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)
Observe the figure carefully in order to understand the problem.
Peter has 16 grapes. He ate some of the grapes. Peter has 10 grapes left. Find the number of grapes Peter ate
Read the problem carefully multiple times in order to understand it.
Peter has 16 grapes. He ate some of the grapes. Peter has 10 grapes left. Find the number of grapes Peter ate
Read the problem carefully multiple times in order to understand it.