How do you graph using the intercepts for
Answer
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Hint: First we find the axis intercept values in the given equation. Also, when it is either or values are . Then we have to plot the intercepts for the given equation in the graph. Finally we get the required solution.
Complete step-by-step solution:
It is given that the question we have to find the intercept and intercept for the straight line:
Before we start solving this question, let us see what the intercept and the intercept which is also known as horizontal intercept and vertical intercept by putting for each one respectively.
Our equation is linear function; the two intercepts can be calculated as follows:
Substituting in the given equation ie.,
On rewriting we get,
On dividing on both sides we get,
Let us divide the term and we get,
Hence we get the intercept value.
Intercept is
Also, we need to find intercept.
Now we are substitute, in the given equation,
On putting the value of zero in place of
Multiplying by we get
By using the elementary operation, we get
Dividing the whole number by , we get
Intercept is .
Hence, we get Intercept is
Intercept is .
Note: intercept is a point at which the graph intersects . That means we always have equal to zero Similarly we can say that for the intercept is a point at which the graph intersects That means we always have equal to zero in the coordinate system.
We have to know about the concept of intercept and intercept for a straight line, satisfying the condition of in the equation of the given line.
Complete step-by-step solution:
It is given that the question we have to find the
Before we start solving this question, let us see what the
Our equation is linear function; the two intercepts can be calculated as follows:
Substituting
On rewriting we get,
On dividing
Let us divide the term and we get,
Hence we get the
Also, we need to find
Now we are substitute,
On putting the value of zero in place of
Multiplying
By using the elementary operation, we get
Dividing the whole number
Hence, we get
Note:
We have to know about the concept of
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