Introduction to logic problems in math:
Logic problems in math deals with out the symbols used in algebra. We can define any mathematical equations as logic terms. Therefore, we can solve the logic problems in math more easily. This logic problems defines the solution of the problems are given as theoretical forms . Now let us discuss the logic word problems.
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Problems based of math logic
Determine the logic problem if a set of 12 numbers is 32 .If we taken a number from that list means then the remaining number is 24 .Find the number which is removed ?
Solution:
Step 1: The removed number can be viewed from the given list of 12 numbers and the amount of remaining numbers 24.
The list of 12 numbers - Amount of remaining numbers 24
Step 2: Using the formula
Sum of terms = Average* Number of terms
The list of 12 numbers = 32 x12 = 384
The amount of remaining numbers = 24 x 12 = 288
Step 3: Using the formula from step 1
Number removed = The list of 12 numbers – The amount of remaining numbers 24
384 – 288 = 96
Answer: The number removed is 96.
Some more problems based on logic math
In a sports day, there are 800 peoples consist of men, women, and children. There are six times as many men as children, and thrice as many women as children. How many of women are there?
Sol:
Let 'x' be the number of children.
Then the number of men = 6 x and the number of women = 3x
So, the equation is x + 6x + 3x = 800
10x = 800
x = 800 / 10
x = 80
Therefore, the number of women = 3x = 3(80) = 240
I have recently faced lot of problem while learning Two Step Equations, But thank to online resources of math which helped me to learn myself easily on net.
There were 54 computers in each urn. 24 such urn of computers were distributed to a college. 14 computers were damaged and had to be removed. The un delivered computers were packed into the urns of 8 computers each. How many urns of computers were there?
Sol:
First determine the total number of computers distributed to a college
54 × 24 = 1296
The total number of computers distributed to the college is 1296.
Get the number of undelivered computers.
1296 – 14 = 1282
Get the number of urn that contains computers.
1282 ÷ 8 = 160.25
There were 160.25 urns of computers.
Logic problems in math deals with out the symbols used in algebra. We can define any mathematical equations as logic terms. Therefore, we can solve the logic problems in math more easily. This logic problems defines the solution of the problems are given as theoretical forms . Now let us discuss the logic word problems.
Please express your views of this topic Sum of Arithmetic Series Formula by commenting on blog.
Problems based of math logic
Determine the logic problem if a set of 12 numbers is 32 .If we taken a number from that list means then the remaining number is 24 .Find the number which is removed ?
Solution:
Step 1: The removed number can be viewed from the given list of 12 numbers and the amount of remaining numbers 24.
The list of 12 numbers - Amount of remaining numbers 24
Step 2: Using the formula
Sum of terms = Average* Number of terms
The list of 12 numbers = 32 x12 = 384
The amount of remaining numbers = 24 x 12 = 288
Step 3: Using the formula from step 1
Number removed = The list of 12 numbers – The amount of remaining numbers 24
384 – 288 = 96
Answer: The number removed is 96.
Some more problems based on logic math
In a sports day, there are 800 peoples consist of men, women, and children. There are six times as many men as children, and thrice as many women as children. How many of women are there?
Sol:
Let 'x' be the number of children.
Then the number of men = 6 x and the number of women = 3x
So, the equation is x + 6x + 3x = 800
10x = 800
x = 800 / 10
x = 80
Therefore, the number of women = 3x = 3(80) = 240
I have recently faced lot of problem while learning Two Step Equations, But thank to online resources of math which helped me to learn myself easily on net.
There were 54 computers in each urn. 24 such urn of computers were distributed to a college. 14 computers were damaged and had to be removed. The un delivered computers were packed into the urns of 8 computers each. How many urns of computers were there?
Sol:
First determine the total number of computers distributed to a college
54 × 24 = 1296
The total number of computers distributed to the college is 1296.
Get the number of undelivered computers.
1296 – 14 = 1282
Get the number of urn that contains computers.
1282 ÷ 8 = 160.25
There were 160.25 urns of computers.
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