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Stels [109]
2 years ago
9

A playa is a(n) __________. a. natural lake that is dry for long periods of time b. underground water reserve c. man-made freshw

ater reservoir d. navigable river waterway please select the best answer from the choices provided. a b c d
Geography
1 answer:
Gre4nikov [31]2 years ago
5 0

The correct option is a. natural lake that is dry for long periods of time.

<h3>What is playa?</h3>

Playas are flat-bottomed depressions that are sometimes surrounded by water which it slowly seeps into the groundwater system or vaporizes into the atmosphere. As a result, salt, sand, and mud are deposited along the depression's bottom and around its edges.

Some key feature of playa are-

  • Playas are also known as pans, flats, or dry lakes.
  • They are typically found in inner desert watersheds and close to coasts in arid and semi-arid regions.
  • The flattest recorded landforms are playas. Typically, their gradients are less than 0.2 meters per kilometer.
  • Many kilometers of surface may be submerged when only a few centimeters of water are added.
  • The nearly flawless flatness that is so distinctive of these dry region landforms is developed and maintained by the process of flooding.
  • The middle, level basins of arid plains are called playas. They need drainage from the inside to a place where evaporation far outweighs intake.
  • A playa lake arises when the area is inundated, concentrating salts and fine-grained debris.
  • Playa terminology is somewhat confusing due to the abundance of regional names.

To know more about playa, here

brainly.com/question/9042236

#SPJ4

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Answer:

Line OX = 7.09

Explanation:

The question is incomplete. Find attached the complete question.

SOLUTION

Given:

Line OL is perpendicular to DX

Line DX = 13

Line PO = the hypotenuse of the larger triangle

Line PO = 10

Line BO = hypotenuse of smaller triangle

Line BO = 12

To find length of line OX, we would apply rule of similar and congruent triangles.

∆DPO = ∆XBO

<POD = <BOX

Line DP is parallel to line XB

Since length of side DX = 13

Side DX = side DO + side OX

Let side DO = x

Side OX = 13-x

(Adj of ∆DPO)/(Adj of ∆XBO) = hyp of ∆DPO/hyp of ∆XBO

DO/OX = PO/BO

x/ (13-x) = 10/12

12x = 10(13-x)

12x = 130-10x

12x +10x = 130

22x = 130

x = 130/22 = 65/11

x is approximately = 5.91

Therefore line OX = 13 - 5.91

Line OX = 7.09

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