7. ____ is two thirds of ____
8. ____ is three quarters of ____
9. ____ is a quarter of ____
10. ____ is a third of ____
I would start with the of part first...
for example if you are dealing with thirds, choose numbers like 3, 6, 9 something that is divisible by 3.
For quarters use 4, 8, 16
I will get you started with # 7
I will start with 9
_____ is 2/3 of 9 Multiply 2/3 time 9 which = 18/3 or 6.
6 is 2/3 of 9.
2 , 3
3 , 4
1 , 4
1 , 3
plus an infinite number of bigger answers
To find the missing values in the given statements, we need to solve equations involving proportions.
7. To find the missing values in the statement "____ is two thirds of ____," we can represent the first value as "x" and the second value as "y." Using the proportion equation, we have:
x = (2/3) * y
This equation states that the first value, "x," is equal to two thirds (2/3) of the second value, "y." To find the missing values, we can choose any number for "y" and calculate the corresponding value for "x."
8. Similarly, in the statement "____ is three quarters of ____," we can represent the first value as "x" and the second value as "y." The proportion equation for this statement is:
x = (3/4) * y
Again, choose any number for "y" and calculate the corresponding value for "x."
9. In the statement "____ is a quarter of ____," let's represent the first value as "x" and the second value as "y." The proportion equation is:
x = (1/4) * y
By choosing a value for "y," we can find the corresponding value for "x."
10. Lastly, in the statement "____ is a third of ____," let's represent the first value as "x" and the second value as "y." The proportion equation is:
x = (1/3) * y
By selecting a value for "y," we can determine the corresponding value for "x."
Remember, you can substitute any number for the unknown variable to find the value of the missing variable.