Short Answer
Your teacher will grade your responses to questions 16–17 to ensure that you receive proper credit for your answers.
Complete the function table. Then write a rule for the function.
A two column table is shown. The first column is titled 'Input' and contains negative 3, negative 2, negative 1, 0, and 1 from top to bottom. The second column is titled 'Output' and contains an empty box, negative 4, an empty box, an empty box, and negative 1 from top to bottom.
There are infinitely many functions that could take on those two values.
If it's a linear function, though, we know that the slope is
(-1-(-4))/(1-(-2)) = 3/3 = 1
so the equation is
y = x+b
Now use either of the points to determine the value of b.
Now you can fill in the table.
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are ou sure about that
are you sure about that
Yes a need help
Your teacher will grade your responses to questions 16–17 to ensure that you receive proper credit for your answers.
Complete the function table. Then write a rule for the function.
A two column table is shown. The first column is titled 'Input' and contains negative 3, negative 2, negative 1, 0, and 1 from top to bottom. The second column is titled 'Output' and contains an empty box, negative 4, an empty box, an empty box, and negative 1 from top to bottom.
Input | Output
--------------
-3 |
-2 | -4
-1 |
0 |
1 | -1
The rule for the function is y = x - 1.
Write an inequality to represent the situation: The temperature stayed above –15°.
The inequality to represent the situation is:
t > -15
where "t" represents the temperature.
A two column table is shown. The first column is titled 'Input' and contains negative 3, negative 2, negative 1, 0, and 1 from top to bottom. The second column is titled 'Output' and contains an empty box, negative 4, an empty box, an empty box, and negative 1 from top to bottom.
Input | Output
--------------
-3 |
-2 | -4
-1 |
0 |
1 | -1
The rule for the function is y = x - 1.
can you fill in the table
Input | Output
--------------
-3 | -4
-2 | -4
-1 | -2
0 | -1
1 | 0
how did yu find the function rule
To find the function rule, we can analyze the values in the table and look for a relationship between the input and output values. In this case, we can see that the output value is 1 less than the input value. So, we can write the function rule as:
f(x) = x - 1
where "x" is the input value and "f(x)" is the corresponding output value.
Write an inequality to represent the situation: The temperature stayed above –15°.
The inequality to represent the situation is:
t > -15
where "t" represents the temperature. This inequality can be read as "the temperature (t) is greater than (-) fifteen".