Maths-
General
Easy
Question
Given the equation
, write an equation for a line that does not intersect the parabola.
Hint:
The equation of a line is in the form
, where m is the slope of the line and c is the x-intercept.
We are asked to find the equation a line that intersects the parabola at zero point.
The correct answer is: We are asked to find the equation a line that intersects the parabola at zero point.
Step 1 of 2:
The graph of the given parabola
is:
![](data:image/png;base64,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)
Analyzing the graph, it does not pass through the origin. The form of a line is,
,where m is the slope and the c is the x-intercept.
Step 2 of 2:
The line y=x passes though the origin and is inclined towards the horizontal axis. It moves to infinity, without touching the parabola. So, y=x is the required line. That is m=1 and c=0.
![](data:image/png;base64,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)
A line could intersect a parabola at zero point or exactly one point or two points.
Related Questions to study
Maths-
Given the equation
, write an equation for a line that intersects the parabola two times.
Given the equation
, write an equation for a line that intersects the parabola two times.
Maths-General
General
Is Monday capitalized ?
Is Monday capitalized ?
GeneralGeneral
General
"Choose the synonyms to lesson"
"Choose the synonyms to lesson"
GeneralGeneral
General
Circle the word that described the ward in bold in each sentence
Circle the word that described the ward in bold in each sentence
GeneralGeneral
Maths-
Maths-General
General
Choose the synonym for "Command?
Choose the synonym for "Command?
GeneralGeneral
General
Complete the sentence with the best prefix
Let's re start the game after a short break
Complete the sentence with the best prefix
Let's re start the game after a short break
GeneralGeneral
Maths-
How is dividing each side of X>0 by a negative value different from dividing each side by a positive value?
How is dividing each side of X>0 by a negative value different from dividing each side by a positive value?
Maths-General
General
Choose the Synonym for 'Organized'?
Choose the Synonym for 'Organized'?
GeneralGeneral
Maths-
How are the solutions of an inequality different from the solutions of an equation ?
How are the solutions of an inequality different from the solutions of an equation ?
Maths-General
Maths-
Solve -5(2x-3)≤34 .
Solve -5(2x-3)≤34 .
Maths-General
General
Choose the synonym for 'not present'.
Choose the synonym for 'not present'.
GeneralGeneral
General
Chose the antonym for anachronism'.
Chose the antonym for anachronism'.
GeneralGeneral
Maths-
Solve -6x-5<-3(2x+1) .
Note:
If you get an inequality containing no variables, then the solution of the inequality is decided based on the numbers on either sides of the symbol.
Solve -6x-5<-3(2x+1) .
Maths-General
Note:
If you get an inequality containing no variables, then the solution of the inequality is decided based on the numbers on either sides of the symbol.
General
Is the word an adjective or adverb?
Sheng's painting uses a beautiful range of colors.
Is the word an adjective or adverb?
Sheng's painting uses a beautiful range of colors.
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