Suppose you are traveling straight from los angeles, california to albuquerque, new mexico, stopping overnight in flagstaff, arizona. the distance from l. a. to albuquerque is 810 miles, and the road connecting the three cities is a straight line. if the distance from l. a. to flagstaff is 120 miles greater than the distance from flagstaff to albuquerque, how far is l. a. from flagstaff, and how far is flagstaff from albuquerque?

Albuquerque is 345 miles away from Flagstaff.

Step-by-step explanation:

We are given three cities:

The journey took place as:

L.A.--toFlagstafftoAlbuquerque.

The distance between L.A. to Albuquerque is 810 miles.

Let the distance between Flagstaff to Albuquerque be 'x' miles.

Also we are given that the distance from L.A. to Flagstaff is 120 miles greater than the distance from Flagstaff to Albuquerque.

i.e. distance from  L.A. to Flagstaff is 120+x.

therefore, 120+x+x=810

           ⇒  120+2 x=810

          ⇒    2 x=690

         ⇒     x=345.

Hence, the distance between Flagstaff and Albuquerque is 345 miles.

what statement? is there an image?

too hard the other guy did it

step-by-step explanation: