Apart to part whole table is shown find the missing values in the table 1 point
total
4:5 9
--:--36
44:55
what do i put in the blank spaces?
To find the missing values in the table, we need to determine the relationship between the two known values and use it to calculate the missing values.
In the given table, the relationship between the numbers in each row appears to be a ratio. So, in the first row, the ratio of 4 to 5 is equivalent to the ratio of the missing value to 9. We can set up a proportion using this information:
4/5 = x/9
Now, we can cross-multiply and solve for x:
4 * 9 = 5 * x
36 = 5x
x = 36/5
x = 7.2 (approx.)
Thus, the missing value in the first row is approximately 7.2. To calculate the missing value in the second row, we will set up a similar proportion using the known values:
44/55 = x/36
Cross-multiplying and solving for x:
44 * 36 = 55 * x
1584 = 55x
x = 1584/55
x ≈ 28.8
Therefore, the missing value in the second row is approximately 28.8.
The filled table would look like this:
total
4:5 9
7.2:9 36
44:55 28.8
To fill in the missing values in the table, you need to consider the relationship between the parts and the total.
The given information shows an "Apart to Part" relationship, where the first number represents a part, and the second number represents another part. The missing value in the first row is 1, as the total of the parts is 9 and the given part is 4 out of 5.
To find the missing value in the second row, you can use a proportion:
4:5 = x:36
This can be solved by cross-multiplying:
4 * 36 = 5 * x
144 = 5x
Dividing both sides by 5:
x = 144 / 5
x = 28.8
So, the missing value in the second row is 28.8.
Similarly, you can fill in the missing values in the last row:
44:55 = x:36
44 * 36 = 55 * x
1584 = 55x
Dividing both sides by 55:
x = 1584 / 55
x ≈ 28.8
So, the missing value in the last row is also approximately 28.8.
To find the missing values in the table, you can use the concept of ratios in a part-to-whole relationship.
In the table you provided, the left column represents the part and the right column represents the whole. The ratio "4:5" means that the part is 4 and the whole is 5. Similarly, "44:55" means that the part is 44 and the whole is 55.
To calculate the missing values, you need to determine the ratio between the parts and the whole.
First, let's consider the first row:
4:5 = 9:?
To find the missing value, you can set up a proportion using cross-multiplication:
4 * ? = 5 * 9
? = (5 * 9) / 4
? = 11.25
Therefore, the missing value in the first row is 11.25.
Next, let's move on to the second row:
?:? = 36:?
Here, both the part and the whole are missing, so we need to find two missing values. Let's denote the unknown part as "x" and the unknown whole as "y."
Setting up the proportions:
x:y = 4:5 (from the first row)
x/36 = 4/5 (using the given ratio)
Cross-multiplying, we have:
5x = 4 * 36
5x = 144
x = 28.8
Now, using the first row's ratio, we can substitute "28.8" for "x" to find "y":
28.8/y = 4/5
Cross-multiplying, we have:
4y = 5 * 28.8
4y = 144
y = 36
Therefore, the missing values in the second row are 28.8 and 36.
To summarize, the missing values in the table are:
First row: 11.25
Second row: 28.8 and 36