
How do you complete the ordered pair (0,?), given \[y = 6x + 6\]?
Answer
442.5k+ views
Hint: The given question needs to be solved, by putting the value coordinates in the given equation, here the “x” coordinate is given in the question and we have to find the value of “y” coordinate. Here after putting the first coordinate in the equation we can have the value for the second coordinate.
Complete step by step solution:
Here the given equation for the question is \[y = 6x + 6\]
Here we have to solve the question by using the values of the coordinate given in the question.
The given x-coordinate is zero, after putting this value in the equation we get:
\[
\Rightarrow y = 6(0) + 6 \\
\Rightarrow y = 0 + 6 = 6 \\
\]
Here we get the value of the “y” coordinate, and is the required value as per the requirement of the question.
Additional Information: Here we have used the coordinate given in the question, and put the value in the equation, and then on solving we get the right required coordinates. Here for cross check of the value obtained we can put the coordinates in the equation and then check for values of right hand side equal to left hand side.
Note: Here the given question can be solved, by using graph method, in which we have to plot the graph of the equation given in the question, and then mark the given coordinate “x” coordinate of the question and then by marking the “y” coordinate on the graph as per “x” coordinate, we can get the right coordinate for the question.
Complete step by step solution:
Here the given equation for the question is \[y = 6x + 6\]
Here we have to solve the question by using the values of the coordinate given in the question.
The given x-coordinate is zero, after putting this value in the equation we get:
\[
\Rightarrow y = 6(0) + 6 \\
\Rightarrow y = 0 + 6 = 6 \\
\]
Here we get the value of the “y” coordinate, and is the required value as per the requirement of the question.
Additional Information: Here we have used the coordinate given in the question, and put the value in the equation, and then on solving we get the right required coordinates. Here for cross check of the value obtained we can put the coordinates in the equation and then check for values of right hand side equal to left hand side.
Note: Here the given question can be solved, by using graph method, in which we have to plot the graph of the equation given in the question, and then mark the given coordinate “x” coordinate of the question and then by marking the “y” coordinate on the graph as per “x” coordinate, we can get the right coordinate for the question.
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