Answer : The percent of his free throw Morton make is, 75 %
Step-by-step explanation :
As we are given that Morton made 36 out of 48 free throws last season.
Now we have to determine the percent of his free throw did Morton make.
Now put all the given values in this expression, we get:
Therefore, the percent of his free throw Morton make is, 75 %
B) 48 square feet
C) 72 square feet
D) 108 square feet
Answer:
Step-by-step explanation: 50 por ciento serio la mitad del 6 y del 8 oseas que los numeros quedarian en 9 y 12 multiplicas 9 por 12 y es 108
DCB
Answer:
Divide both sides by - 5 its from ttm
A) G=6E
B) G=2E+3
C) E=3G+2
D) G=3G+2
Answer
The equation shows this situation is Option (B) .
i.e G=2E+3
Reason
As given
Gary is 3 years older than twice the age of his sister (Elena) .
Let us assume that the age of the Gary be G.
Let us assume that the age of the Elena be E.
Than the equation becomes
E = 2G + 3
Therefore option (B) is correct .
The first thing we must do for this case is to define variables.
We have then:
G: Gary's age
E: Elena's age
We then have the following expression:
Gary is 3 years older than twice the age of his sister (Elena):
Using the defined variables, we can write the expression as:
G = 2E + 3
Answer:
an equation for this situation is:
B) G = 2E + 3
To make 72+(8+19) easier to add, use the associative property to first add the numbers inside the parentheses, resulting in 72+27. Then add those two terms to get the sum, which is 99.
To write 72+(8+19) to make it easier to add, you can use the associative property of addition, which allows you to change the grouping of terms in the sum. The equation can be simplified by first adding the numbers in the parentheses. So, adding 8+19 gives us 27. Now, you can write the original expression as 72+27. This step simplifies the addition, allowing you to easily add 72 and 27 to get 99.
This is an example of the commutative property, A+B=B+A, which shows that the order in which you add numbers does not affect the sum. By rearranging the terms or grouping them differently as shown, the total sum remains the same. In this case, the expression has been simplified to make the addition easier to perform without changing the result.
#SPJ2