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22 votes
22 votes
If you can solve one of these and explain to them you have my heart <3

If you can solve one of these and explain to them you have my heart <3-example-1
User Holographix
by
2.7k points

1 Answer

8 votes
8 votes

We need to circle each function with the same range of y = | x |

So, let check the options:

Before i start, let me give you some tips:

if the function shifted right or left the range will not changed

if the function shifted up or down the range will be changed

Let is continue the answer

So,

y = | x - 2 |

As the function shifted to the right 2 units,

the range will not changed

See the following image as a prove

y = - | x - 2 |

This function is the minus of | x - 2 |

So, the range will be changed

y = | x + 7|

The function is shifted 7 units to the left

The range will not be changed

y = |x | - 7

The function is shifted 7 units down

So, the range will be changed

As a summery

The function that will have the same range as y = | x |

Are:

y = | x - 2 | and y = | x + 7 |

If you can solve one of these and explain to them you have my heart <3-example-1
User RFerwerda
by
2.0k points
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