f(150) refers to a function f applied to the input 150. Without information about the form of function 'f', we can't tell the specific value of f(150). The value of f(150) symbolizes the outcome after applying the function 'f' to 150.
The question is asking about f(150) which relates to the concept of function in Mathematics. In a function f(x), the input is represented by 'x', and the output, which is the result of applying the function to 'x', is represented by f(x). Therefore, f(150) means that the function f is being applied to the number 150. Without any specific information about the function 'f', we cannot determine the exact value of f(150). The value of f(150) represents the outcome resulted by applying the function 'f' to the input 150.
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Answer:
7.1
Step-by-step explanation:
Here's how we have to set this up. We will start with the first statement, which algebraically looks like this:
x + 6.5 = y (since we don't know what x is, we don't know what the sum of x and 6.5 is. We will call that new number y.)
Next, we are dividing that sum, y, by 13.6:
(again, since we don't know what y is, we don't know what y divided by 13.6 is. We will call that new number z.)
Finally, the quotient, z, is multiplied by 5:
5z
Now we work backwards, subbing in our unknowns, one at a time.
5z
If z = , we sub it into the expression 5z:
and
if y = x + 6.5 we plug that in for y:
since we know that whole mess is equal to 5. NOw we solve for x, the original number. Begin by dividing both sides by 5 to get:
Now multiply both sides by 13.6 to get:
x + 6.5 = 13.6 so
x = 7.1
Check this if you'd like by plugging in the 7.1 for x in the intial equation to solve for y, then plug that into the next equation to solve for z, then see if they're equal (they are, but test it out for yourself).
Answer:
evaluate
Step-by-step explanation:
Answer: The slope is 4/3
Step-by-step explanation:
Whatever number is attatched to the "x" is the slope.
Answer:
Slope: M = 4/3
Y-Intercept: : (0,−1)
Step-by-step explanation:
B. They scored 27 points.
C. Eighty miles per hour.
D. Half the speed of the car.
A. The number of different colors on the page.
D. Half the speed of the car.
These statements contain variables representing unknown quantities or values.
Variables in mathematics and science are symbols that represent unknown values or quantities. Let's analyze each statement to identify the ones containing variables:
A. "The number of different colors on the page."
This statement contains a variable because it represents an unknown quantity, the number of colors.
B. "They scored 27 points."
This statement does not contain a variable as it explicitly states a specific value (27 points).
C. "Eighty miles per hour."
This statement does not contain a variable as it provides a specific constant value (80 miles per hour).
D. "Half the speed of the car."
This statement contains a variable because it represents an unknown value, which would depend on the actual speed of the car.
In summary, the statements containing variables are:
A. The number of different colors on the page.
D. Half the speed of the car.
These statements represent quantities that can vary, making them suitable for mathematical or scientific analysis where variables are used to express relationships and solve equations.
For more such questions on speed
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