Complete the multiplication problem : 14 x __________ = 98
- A6
- ✓7
- C8
- D9
Answer: B.
View full solution →Question types
The Ink Dripped question types
69 questions across 7 question groups — pick any mix to generate a Maths paper with step-by-step answer keys.
69
Questions
7
Question groups
5
Question types
01
M.C.Q [1M]
7 Q→02Fill in the blanks [1M]
5 Q→03True/False [1M]
4 Q→04Very Short Answer Type Questions [1M]
11 Q→05Short Answer Type Questions [2M]
21 Q→06Do As Directed [1M]
20 Q→07Long Answer Type Questions [4M]
1 Q→Sample Questions
The Ink Dripped questions
One sample from each question group in this chapter. Select any group above to see the full set with answer keys.
Fill in the blank to make the equation : 456 + __________ = 700
- ✓244
- B245
- C246
- D247
Answer: A.
View full solution →By using the addition operation with 2 five times, what will be obtained :
- A2124
- B30
- C16
- ✓244
Answer: D.
View full solution →Which sign will come in 235 ______ 63 = 14805?
- A+
- B-
- ✓x
- D$\div$
Answer: C.
View full solution →455 $\div$ x = 35, the values of x is :
- A7
- B12
- C15
- ✓13
Answer: D.
View full solution →12546 ÷ 2 = __________
84569 -__________ = 58920
564 x __________ = 14664
5026 + __________ = 8282
18 ÷ __________ = 3
88537 is obtained by adding 32540 to 56032.
5530 is obtained by subtracting 2535 from 7895.
176 can be obtained by writing 2 five times and using x.
33 can be obtained by writing 1 six times and using +.
If A = + (addition), B = - (subtraction), then what will be the value of 6A4B3?
Counting from the mouth of the caterpillar, reach to its tail find out which number will come in place of י?'?
Write one six times in such a way that when added you get 123.
What will be half of 25 and then four times that?
A number added to itself makes 98. What is that number?
Some number puzzle made of match sticks are given. You change the position of one stick in such a way that the puzzle become correct.
Some number puzzle made of match sticks are given. You change the position of one stick in such a way that the puzzle become correct.
Some number puzzle made of match sticks are given. You change the position of one stick in such a way that the puzzle become correct.
Some number puzzle made of match sticks are given. You change the position of one stick in such a way that the puzzle become correct.
Solve the puzzle by filling the correct number in the blank space given in the square :
find :
I am a 2-digit number and a multiple of 6. When I am reversed, I become a single digit odd number. Tell who am I?
I am a 2-digit number and a multiple of 6. When I am reversed, I become a single digit odd number. Tell who am I?
find :
Use 4 four times to get 28 by applying any 3 operations (+, -, x, $\div$).
View full solution →Use 4 four times to get 28 by applying any 3 operations (+, -, x, $\div$).
find :
Use addition operation of 2 three times to get the sum of 24.
Use addition operation of 2 three times to get the sum of 24.
I thought of a number, added 10 to it,
now subtracted 2 from it, still got 10, can you just tell me the number I had thought of…
now subtracted 2 from it, still got 10, can you just tell me the number I had thought of…
Add me to 5, you will get only 5, subtract me from 5, you will still get 5 only, if you multiply me by 5 then you will get
no remainder,
I am the hero of mathematics,
quickly recognize who I am..?
no remainder,
I am the hero of mathematics,
quickly recognize who I am..?
One day, a lion in the jungle invited all the animals to a party. There were a total of 6 dining tables arranged. On each table, there were 5 large baskets. In each basket there were 4 plates, and on each plate, there were 6 apples. Now tell :
Q.1. How many apples were there in total at the forest party?
Q.2. If 60 animals come to the party, how many apples did each animal get?
Q.3. If 12 apples were left, how many apples were distributed at the party?
Q.1. How many apples were there in total at the forest party?
Q.2. If 60 animals come to the party, how many apples did each animal get?
Q.3. If 12 apples were left, how many apples were distributed at the party?
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