❣️❣️urgent❣️❣️

!
(sorry if it’s a bit hard to read)

Answer is in explanation.

Step-by-step explanation:

Part A:

The -coordinate of the intersection of the curves for the equations and is the same as the solution to because the equation is the result of finding when (for what 's) the 's are the same for the the equations and .

Part B:

Table for :

 |                               |   |

-3                |           | |

-2                |            | |

-1                 |               |

0                 |               |

1                  |           |

2                 |           |

3                 |           |

Table for :

 |                           | |

-3                |            |

-2                |            |

-1                |            |

0                |            |

1                |            |

2                |            |

3               |            |

You can see in the two tables the y-coordinates are the same value of when . So basically the common point in both tables is so is a solution.

Part C:

I'm going to graph both and on the same coordinate plane. I will then find where they will intersect.

I'm going to graph my points from the table to and .

This can be seen in my drawing.

I graphed in blue.

I graphed in red.

Another way:

An algebraic approach:

(since and now the bases on both side are the same)

(since then )

(subtracted on both sides)

(divided both sides by )

The solution is .

picture below

true? is that what you're asking or do you mean something else?