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Which function is a transaction of the parent absolute value friction?

Which function is a transaction of the parent absolute value friction?-example-1
User Umberto Manganiello
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1 Answer

24 votes
24 votes

To find:

The function that is a translation of parent absolute value function.

Translation is the shifting of the graph left or right without changing its shape and without changing its axis.

In option (A) ,f(x)= 2 |x|

Here, the graph is a stretch of parent absolute function since it is stretch twice the parent absolute function.

So, option (A) is not the translation and is incorrect.

In option (B), it is translation function shifting 6 units left along x axis.

Hence,f(x)= |x+6| is a translation of parent absolute function

Thus, option (B) is correct.

In option (C), f(x) =|x| is itself the parent absolute function so it is not the translation

Hence, o

User Simon Bennetts
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