Answer: The correct option is D which is 20 games.
Step-by-step explanation:
Let x = total number of basketball games that was played by the team this season.
Alon started in 60% of his team’s basketball games this season. This means that he started in a total number of 60 percent of x basketball games this season.
60% of x basketball games this season = 60/100 × x
= 0.6×x = 0.6x
From the information given, Alon started a total of 12 basketball games this season. Therefore,
0.6x = 12
x = 12/0.6 = 20
Alon’s team played a total number of 20 games this season?
Hey there, Xs4etsmith!
The correct answer would be the second option.
To solve for this system of equation, we need to make both equations equal to each other but
first we need to make each equation equal to
0.
So,

goes to

(I subtracted

from both sides)
And

goes to

(I subtracted

from both sides)
Now we can make them equal to each other.

(I subtracted y from both sides to cancel it)
(I subtracted x from both sides)
(I added 3z to both sides to isolate x)
Now, we replace the value of

for

and solve

(Distribute)

(Add

to both sides)
So

is equal to

Let's try the second equation


(Add

to both sides)
The value of

would be

and when solving both equations, we get the same value for

which is

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Answer:
7.5 liters of a 40% sugar solution
Step-by-step explanation:
Let
x ----> liters of a 40% sugar solution
Remember that

we know that
The amount of liters of a 40% sugar solution (x) multiplied by 0.40 plus the amount of liters of a 60% sugar solution (30 L) multiplied by 0.60 must be equal to the total amount of liters mixed (x+30) multiplied by 0.56

solve for x

Answer:
55
Step-by-step explanation:
there are two ways to answer : since angle 1 and the 125 degree angle are a linear pair, you can do 180-125 = 55, or, since the three angles in the triangle always add up to 180, you can do 180-37-88 = 55.
Answer: 5xy-x2t+2xy+3x2t Final result : x • (2xt + 7y) Step by step solution : Step 1 :Equation at the end of step 1 : ((5xy-((x2)•t))+2xy)+(3x2•t) Step 2 : Step 3 :Pulling out like terms : ...
Step-by-step explanation: