Question
Complete the sentences with a subordinating cogs Rehire, at trough once. since
- you can come to our house sense you der is the
- It is cold outside although it is already sure
- You can eat ice cream once in a month
- She left the premises before I satchel
The correct answer is: It is cold outside although it is already sure
Related Questions to study
Graph the following functions by filling out the X/Y chart using the given inputs
![straight Y equals x over 3 plus 2](data:image/png;base64,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)
X | -6 | -3 | 0 | 3 | 6 |
Y |
We can find the tabular values for any points of x and then plot them on the graph. But we usually choose values for which calculating y is easier. Either way, we need points satisfying the equation to plot its graph.
Graph the following functions by filling out the X/Y chart using the given inputs
![straight Y equals x over 3 plus 2](data:image/png;base64,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)
X | -6 | -3 | 0 | 3 | 6 |
Y |
We can find the tabular values for any points of x and then plot them on the graph. But we usually choose values for which calculating y is easier. Either way, we need points satisfying the equation to plot its graph.
Make and test a conjecture about the sign of the product of any two negative integers.
Make and test a conjecture about the sign of the product of any two negative integers.
Choose whether the following is a simile or a metaphor
"Busy as a bee"?
Choose whether the following is a simile or a metaphor
"Busy as a bee"?
Mark has
100 gift card to buy apps for his smart phone .Each week he buys one new app for
4.99
a) Write an equation that relates the amount left on the card ,y , over time x.
b) Make a graph of the function
We can find the tabular values for any points of x and then plot them on the graph. But we usually choose values for which calculating y is easier. This makes plotting the graph simpler. We can also find the values by putting different values of y in the equation to get different values for x. Either way, we need points satisfying the equation to plot its graph.
Mark has
100 gift card to buy apps for his smart phone .Each week he buys one new app for
4.99
a) Write an equation that relates the amount left on the card ,y , over time x.
b) Make a graph of the function
We can find the tabular values for any points of x and then plot them on the graph. But we usually choose values for which calculating y is easier. This makes plotting the graph simpler. We can also find the values by putting different values of y in the equation to get different values for x. Either way, we need points satisfying the equation to plot its graph.
Chore the correct synonym for the word 'text'.
Chore the correct synonym for the word 'text'.
Choose the synonym for "Jumped”
Choose the synonym for "Jumped”
Use the function Y = 1.5X + 3 to complete the table of values.
X | ||||
Y | 9 | 6 | 0 | -3 |
We should always try to rewrite the equation in terms of the variable whose value is given so that it is easy to find the value of the required variable. Then we just need to calculate the values carefully.
Use the function Y = 1.5X + 3 to complete the table of values.
X | ||||
Y | 9 | 6 | 0 | -3 |
We should always try to rewrite the equation in terms of the variable whose value is given so that it is easy to find the value of the required variable. Then we just need to calculate the values carefully.
Rewrite the sentences using possessive nouns
Rewrite the sentences using possessive nouns
Choose the synonym 6 ‘auditory'
Choose the synonym 6 ‘auditory'
You have an ant form with 22 ants. The population of ants in your farm doubles every 3 months.
a) Complete the table .
![](data:image/png;base64,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)
b) Is the relation forms a function ? If so , is it a linear function or non linear function ? Explain.
We can also check if the relation is a function or not graphically by using the vertical line test. A graph represents a function if any vertical line in the xy plane cuts the graph at maximum one point.
And it is linear if the graph drawn is a straight line.
You have an ant form with 22 ants. The population of ants in your farm doubles every 3 months.
a) Complete the table .
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)
b) Is the relation forms a function ? If so , is it a linear function or non linear function ? Explain.
We can also check if the relation is a function or not graphically by using the vertical line test. A graph represents a function if any vertical line in the xy plane cuts the graph at maximum one point.
And it is linear if the graph drawn is a straight line.
Describe the pattern in the numbers 9.001, 9.010, 9.019,
9.028, ... and write the next three numbers in the pattern.
Describe the pattern in the numbers 9.001, 9.010, 9.019,
9.028, ... and write the next three numbers in the pattern.
Describe how to sketch the fourth figure in the pattern. Then
sketch the fourth figure.
![](data:image/png;base64,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)
Describe how to sketch the fourth figure in the pattern. Then
sketch the fourth figure.
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)
Choose the synonym for "prefix”
Choose the synonym for "prefix”
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)
Tell whether each graph is a function and justify your answer. Which graph is not a good representation of a real world situation? Explain.
![](data:image/png;base64,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)
Tell whether each graph is a function and justify your answer. Which graph is not a good representation of a real world situation? Explain.
A train leaves the station at time . Travelling at a constant speed, the train travels 360 kilometers in 3 hours.
a) Write a function that relates the distance travelled ,d to the time, .
b) Graph the function and tell whether it is a linear function or non linear function.
There are other ways to determine whether a function is linear or not, like, checking if the slope is equal between each of the points or if the equation can be written in the form of y = ax + b, where a and b are constants.
A train leaves the station at time . Travelling at a constant speed, the train travels 360 kilometers in 3 hours.
a) Write a function that relates the distance travelled ,d to the time, .
b) Graph the function and tell whether it is a linear function or non linear function.
There are other ways to determine whether a function is linear or not, like, checking if the slope is equal between each of the points or if the equation can be written in the form of y = ax + b, where a and b are constants.