$CATEGORY: M/7. Can you see the pattern

//Multiple Choice(13)

A number is more than 20 and less than 25. Its sum of digits is 6. What is the number?
{
~ 21
~ 22
= 24
~ 23
}

If a number is multiplied by 5 and divided by 10, what is the result?
{
= Half the number
~ The original number
~ Double the number
~ None of these
}

If the sum of the digits of a number is 11 and it is less than 30, what is the number?
{
~ 19
= 29
~ 26
~ 28
}

A number is multiplied by 4, divided by 2, and added to itself. The result is 15. What is the original number?
{
= 5
~ 3
~ 6
~ 4
}

A number is more than 35 but less than 40. Its sum of digits is 11. What is the number?
{
~ 35
~ 36
~ 37
= 38
}

What is the product of 111 × 9?
{
= 999
~ 1000
~ 1100
~ 120
}

Multiply your thought number by 6, divide by 2, and subtract the original number. What is the result?
{
~ Half the number
~ The original number
= Double the number
~ None of these
}

A door opens when the product of 123 × 9 is calculated. What is the product?
{
= 1107
~ 1089
~ 1230
~ 1111
}

Which of these numbers has a sum of digits equal to 5?
{
= 23
~ 13
~ 411 (4+1+1=6)
~ 324 (3+2+4=9)
}

A number multiplied by 5 and divided by 10 gives 4. What is the original number?
{
~ 4
~ 6
= 8
~ 10
}

The sum of digits of 39 is:
{
~ 10
~ 9
= 12
~ 11
}

In a number pattern where numbers are multiplied by 8, the number of digits in the result:
{
~ Decreases
= Increases
~ Stays the same
~ None of these
}

If a number is multiplied by 4 and divided by 2, the result is equal to:
{
= Double the number
~ Half the number
~ The original number
~ Triple the number
}

//True or False(10)

Multiplying 4 by 6 gives 24. {T}

Dividing a number by itself always results in 1. {T}

Multiplying a number by 9 results in the sum of digits of the product equal to 9. {T}

A pattern where numbers are multiplied by 8 shows a decreasing number of digits. {F}

Multiplying by 5 and dividing by 10 gives double the original number. {F}

Adding a number to its double gives triple the number. {T}

111 × 9 equals 999. {T}

A number pattern where 123 × 9 is calculated results in the sum of digits equal to 12. {F}

Multiplying 10 by 4 gives 50. {F}

Subtracting 7 from 14 gives 6. {F}

//Fill in the blanks (13)

Multiply 8 by ___ to get 32.
{
= 4
~ 5
~ 6
~ 3
}

A number is multiplied by 9, and the result has as many ___ as the multiplier.
{
= Ones
~ Zeros
~ Twos
~ Threes
}

The sum of the digits of 27 is ___.
{
= 9
~ 8
~ 7
~ 6
}

Multiply 15 by ___ to get 75.
{
~ 3
= 5
~ 10
~ 2
}

If a number is divided by itself, the result is ___.
{
= 1
~ 0
~ 2
~ The original number
}

Multiply 4 by ___ to get 20.
{
= 5
~ 4
~ 6
~ 2
}

The sum of digits of 18 is ___.
{
= 9
~ 8
~ 7
~ 10
}

A number pattern multiplies 123 × 9. The product has the digits adding up to ___.
{
= 9 (1+1+0+7 \= 9)
~ 8
~ 7
~ 6
}

If a number is divided by 5 and then multiplied by 5, the result is ___.
{
= The original number
~ Half the number
~ Double the number
~ None of these
}

A door opens when 111 × 9 is calculated. The result is ___.
{
= 999
~ 1000
~ 1100
~ 9999
}

The sum of the digits of 35 is ___.
{
~ 8
= 8
~ 7
~ 6
}

Multiply 3 by ___ to get 12.
{
= 4
~ 3
~ 6
~ 5
}

Multiply 10 by ___ to get 40.
{
= 4
~ 3
~ 6
~ 2
}

//Numericals (10)

Multiply 6 by 9. What is the result?
{
= 54
~ 64
~ 72
~ 81
}

Divide 100 by 5 and multiply by 2. What is the result?
{
~ 50
= 40
~ 25
~ 20
}

Multiply 111 by 9. What is the result?
{
~ 1107
= 999
~ 1000
~ 1230
}

Add the digits of 29. What is the sum?
{
= 11
~ 12
~ 10
~ 9
}

Multiply 7 by 4. What is the result?
{
~ 24
~ 25
= 28
~ 30
}

Multiply 5 by 6, then divide the result by 3. What is the final answer?
{
= 10
~ 20
~ 25
~ 30
}

If a number is multiplied by 8 and the result is 64, what is the original number?
{
~ 6
~ 7
= 8
~ 9
}

Multiply 123 by 8. What is the result?
{
= 984
~ 1000
~ 1107
~ 1108
}

Subtract 25 from 50. What is the result?
{
~ 20
= 25
~ 30
~ 15
}

Multiply 4 by 4. What is the result?
{
~ 12
= 16
~ 20
~ 24
}

//Match the Following(1)

Match the following items from Column A with their correct corresponding options from Column B:
{
=Multiply 6 by 8 -> 48
=Multiply 5 by 9 -> 45
=Divide 40 by 5 -> 8
=Multiply 4 by 2 -> 8
=Add the digits of 18 -> 9
=Sum of digits equals 7 -> 16
=Multiply 7 by 3 -> 21
=Multiply 10 by 10 -> 100
=Add the digits of 29 -> 11
=Multiply by 4, divide by 2 -> Double the number
=Add 15 to 6 -> 21
=Divide 100 by 10 -> 10
=Multiply 2 by 6 -> 12
}

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