SOLUTION: If a graph has two lines that form a v shape, is it linear? Why? Or why not?
Algebra.Com
Question 1106599: If a graph has two lines that form a v shape, is it linear? Why? Or why not?
Answer by ikleyn(52781) (Show Source): You can put this solution on YOUR website!
.
If a graph has two lines that form a v shape, is it linear? Answer: No.
Why ? Or why not ? Answer: All you need to know is T H I S: The function is linear if and only if its plot is a straight line.
It is the criterion, and it is the law.
RELATED QUESTIONS
Is it safe to assume that linear equations do not have a domain? Why or why not?
(answered by mducky2)
Can two lines exist that are not intersecting or parallel? If so, how? If not,... (answered by richard1234)
1.) when solving a linear inequality, why do you always solve for y?
2.) when graphing (answered by longjonsilver)
When solving a linear inequality, is it always necessary to solve for the Y? why or why... (answered by stanbon)
suppose we are given two functions, say r(x) and s(x).
a) Is it true the r(x) + s(x) =... (answered by solver91311)
Is 3x = 5y a linear equation? If so, then write the equation in standard form. If it is (answered by Theo)
is 6x+9xy=11y a linear equation, why or why not... (answered by stanbon)
Is h(x) = 23 a linear function? Why or why... (answered by TimothyLamb,AnlytcPhil)
Is it possible that two different reasons can justify a step in a proof? Why or why not?... (answered by solver91311)