Guadalupe peak in Texas has an to ride that is 671 feet more than double the altitude of mount sunflower in Kansas. Write and evaluate an expression for the altitude of Guadalupe peak if mount sunflower has an altitude of 4039

Respuesta :




[tex](4039 + 4039) + 671 = 8749[/tex]
Therefore the altitude of Guadalupe peak located in Texas is 8749 feet.

The expression for the altitude of the Guadalupe peak is 2x4039 + 671.

The value of 2x4039 + 671 is 8749.

Given,

Guadalupe peak in Texas has a ride that is 671 feet more than double the altitude of mount sunflower in Kansas.

Sunflower has an altitude of 4039.

We need to evaluate an expression for the altitude of the Guadalupe peak.

We have,

Guadalupe altitude = 2 x altitude of mount sunflower + 671

Mount sunflower altitude = 4039

Now,

The expression for the altitude of Guadalupe peak:

2 x 4039 + 671

Evaluating the expression:

2 x 4039 + 671

8078 + 671

8749

Thus the expression for the altitude of Guadalupe peak is 2x4039 + 671 and the value is 8749.

Learn more about comparing the height of mountain peak word problem here:

https://brainly.com/question/4468740?referrer=searchResults

#SP2J