The rule in this table is a linear rule, where the y-values increase by 3 for every 10-unit increase in x-values.
The missing values are:
40 -> 57
50 -> 69
x
y
30 51
40
50
60 81
The missing values are:
40 -> 57
50 -> 69
Given:
x: 30, 40, 50, 60
y: 51, ?, ?, 81
To find the rule, let's first find the relationship between the x and y values.
Upon closer inspection, it appears that the y-values are increasing by 6 for every 10-unit increase in the x-values. Therefore, the rule is a linear rule where y increases by 0.6 units for every unit increase in x.
Now, applying this rule, we can calculate the missing values:
For x = 40:
y = 51 + (4 * 0.6) = 53.4.
Therefore, the missing value for x = 40 is 53.4.
For x = 50:
y = 51 + (5 * 0.6) = 54.
Therefore, the missing value for x = 50 is 54.
So, the missing values in the table are:
40 -> 53.4
50 -> 54
Given:
x: 30, 40, 50, 60
y: 51, ?, ?, 81
By examining the x-values and corresponding y-values, we see that the y-values are increasing by a constant amount for each 10-unit increase in x.
The difference between x=30 and x=40 is 10 units. The y-value increases by 51 to 51+10 = 61.
The difference between x=40 and x=50 is 10 units. The y-value increases by 10 from 61 to 71.
The difference between x=50 and x=60 is 10 units. The y-value increases by 10 from 71 to ?.
Based on this pattern, the rule seems to be a constant increase of 10 for every 10-unit increase in x.
Therefore, the missing values are:
40 -> 61
50 -> 71
I hope this answer aligns more closely with what you're looking for.
x: 30, 40, 50, 60
y: 51, ?, ?, 81
Let's analyze the relationship between the x and y values:
From x = 30 to x = 40, y increases by 10 (51 to 61).
From x = 40 to x = 50, y increases by 10 (61 to 71).
From x = 50 to x = 60, y increases by 10 (71 to 81).
Therefore, the rule is that y increases by 10 units for every 10-unit increase in x. This represents a linear relationship with a slope of 1 (10/10).
Now, let's find the missing values:
For x = 40, the y-value would be 61.
For x = 50, the y-value would be 71.
Therefore, the missing values are:
40 -> 61
50 -> 71
I hope this solution aligns with the correct answer.