WorksheetsSecond Quarter Examination - Mathematics 5 (Worksheet Questions)
Total questions: 30
Worksheet time: 15mins
A recipe requires 31 cup of oil for per serving. You have 32 cup of oil. Using a strip model, how many full servings can you prepare?
1
2
3
4
76÷143 will give you an answer of ______
4
6
8
9
If you divide 8 54 by 5 21 , what would be the answer?
1 53
6 32
2 21
3 43
Mrs. Cruz has 5 L of Calamansi juice. She transferred 183 L to another pitcher and reserved it for later. She then divides the remaining calamansi juice into glasses that contains 81 L. How many glasses of calamansi will she have?
1
2
3
4
In 132.8765, digit ______ is in the thousandths place.
5
6
7
8
Write the decimal number for “three and twelve thousandths”.
3.012
3.12
3.12000
3.0012
What is the numeral for “two and five thousand seven hundred thirty-five ten-thousandths”?
2.5735
2,5735
2 and 5,735
2.5,735
In 67.3459, digit 9 is in the ______ place.
tenths
thousand
ten thousandths
thousandths
Round off the decimal number 1.6742 to the nearest hundredth.
1.66
1.68
1.674
1.67
Convert the decimal number 0.7685 into fraction form.
1007685
10007685
100007685
1000007685
Arrange the following numbers from least to greatest: 3.254 1.897 3.768 2.387
3.254 1.897 3.768 2.387
1.897 2.387 3.254 3.768
1.897 2.387 3.768 3.254
3.768 3.254 2.387 1.897
Rose baked a cake for her mother’s birthday. It took her 0.5 hour to prepare the ingredients, 0.25 hour to mix it and 0.75 hour to bake. How long did it take Rose to bake the cake?
1.5 hours
1.6 hours
1.8 hours
1.3 hours
13. 521.12 − 89.453 = N
431.667
431.677
431.668
431.767
Arrange the following numbers from greatest to least: 0.876 1.412 0.687 1.785
0.876 1.412 0.687 1.785
1.785 1.412 0.876 0.687
1.785 1.412 0.687 0.876
0.876 0.687 1.412 1.785
Ella had ₱1,000.00. She went to Digos City and spent ₱250.75 on clothes, ₱199.50 on books, and ₱89.25 on snacks. How much money does Ella have left?
₱460.55
₱461.50
₱460.50
₱461.55
A student is using the Sieve of Eratosthenes to find all prime numbers less than 50. After crossing out all multiples of 2, 3, 5, and 7, which of the following numbers remains uncrossed and is therefore a prime number?
39
41
45
49
A chef has three large bottles of soy sauce. He needs to transfer the soy sauce in small bottles that contains 2 21 liters each. How many bottle does the chef needs if each large bottle contains 15 liters?
14 bottles
16 bottles
18 bottles
13 bottles
Roy went to a doctor for check-up. He paid ₱600.00 as consultation fee and bought three medicines worth ₱400.00, ₱1,215.75 and ₱396.75. If he has ₱3000.00 pesos, how much money was left?
₱387.50
₱388.50
₱389.50
₱387.60
Mr. Sanchez will buy 4 43 kg of fish to make Spanish sardines. Each can of Spanish sardine will contain 121 kg of fish and will be sold for 25 pesos per can. How much will he earn after selling all the cans of sardines?
₱200.00
₱300.00
₱400.00
₱500.00
In 0.3457, digit 3 is in the tenths place. The value of digit 3 is ______.
0.03
0.3
3
30
Which of the following numbers is divisible by 3?
217
234
205
121
How can you quickly tell that 4,620 is divisible by 10 without dividing it?
Because its last two digits form a multiple of 10.
Because it ends with zero.
Because its sum of digits is divisible by 3.
Because it has an even number of digits.
A teacher gave students the numbers 63, 75, and 82 to test for divisibility by 9. Which number is divisible by 9?
63
75
82
None of the above
A student claims that the number 4,233 is divisible by 9. Is the claim correct?
No, because it is odd.
No, because the sum of its digits (12) is not divisible by 9.
No, because the last digit is 3.
Yes, because 12 is divisible by 9.
Which of the following numbers is divisible by 4?
134
248
259
351
Which number is divisible by 8?
124
320
615
522
Why is 1,248 divisible by 12?
Because its last digit is even.
Because it is divisible by both 3 and 4.
Because the sum of digits is 12.
Because the alternating sum of digits equals zero.
Which of the following numbers is divisible by 12?
144
148
122
110
If you were designing a math game where players must identify numbers divisible by 11, which pattern should the player check?
If the last digit is even
If the alternating sum of digits is a multiple of 11
If the last digit is zero
If the sum of digits equals 9
Which of the following numbers is a prime number?
49
87
97
91
