Answer:
f(x)= x-4
Step-by-step explanation:
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Since the line goes from bottom left to top right, the slope is positive. So, the answer is either C or D.
Moreover, the function passes through [/tex] (0,-4) [/tex], which means that the answer is C. In fact, you have
Answer:d
Step-by-step explanation:
The number of hard puzzles solved by Tina using a system of equations is 15
Using the relation :
The system of equation representing the scenario can be written thus :
a + b = 50 - - - - - (1)
30a + 60b = 1950 - - - - (2)
From (1)
a = 50 - b - - - - - - (3)
Substitutea = 50 - b in (2)
30(50 - b) + 60b = 1950
1500 - 30b + 60b = 1950
1500 + 30b = 1950
30b = 1950 - 1500
b = 450 / 30
b = 15
Therefore, the Number of hard puzzles solved is 15
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This is a system of equations. We can solve it by recognizing the two linear equalities we've given to solve this equation.
First, let's start off by recognizing two variables: x and y. x will be our number of hard puzzles, and y will be our number of easy puzzles. We're given that the number of hard puzzles and easy puzzles sum to 50, so we can rewrite that as:
Next, we're given that the sum of the points gained from the hard puzzles (60x), and the number of points gained from the easy puzzles (30y), sum to 1950. We can rewrite that as:
Now, we have our two linear equations, and we must solve for the hard puzzles, so x. Solving for the hard puzzles means eliminating the easy puzzles from our systems, so we can multiply our first equation by 30, and subtract it from the first equation. This is a technique called elimination.
Since x=15, Tina has solved 15 hard puzzles.
y = 7
y = 12
y = 34
y = 7 is the output value for the given function y = x+4.
It is an expression, rule, or law that defines a relationship between one independent variable and dependent variable.
Given function is
y = x+4
where y is the output value and x is the input value of the given function.
If x= 3 then y is given by
y = 3+4 = 7
Hence, for the given function y = x+4 the value of y is 7 when x is 3.
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A. 0.66 h
B. 3.8 h
C. 0.38 h
D. 2.7 h