A three-column table is given.
Part A C D
Part 30 36 46
Whole B 54 69
What is the value of B in the table?
45
50
18
23
To find the value of B in the table, we can use the concept of ratios.
In the first column, we have Part A and Part. In the second column, we have 30 and 36 as the values for Part A and Part, respectively. In the third column, we have C and 54 as the values.
To find the value of B, we can set up a ratio involving the values in the second and third columns.
The ratio would be:
30/36 = B/54
By multiplying both sides of the equation by 54, we can find the value of B.
30/36 * 54 = B
(30 * 54)/36 = B
B = 45
Therefore, the value of B in the table is 45.
To find the value of B in the table, we can use the relationship between the parts and the whole.
Based on the table, we can see that the value of Part A is 30, Part C is 36, and Part D is 46. The value of the Whole for Part A is given as B.
To find the value of B, we can subtract the sum of Part C (36) and Part D (46) from the Whole, which is B.
B = Whole - (Part C + Part D)
B = 54 - (36 + 46)
B = 54 - 82
B = -28
Therefore, the value of B in the table is -28.