Answer:
Wild Bactrian camels are very rare—at most, 950 remain in the wild, though this number may be much lower, since their broad habitat has made obtaining accurate population counts difficult.
Explanation:
There are two types of camels: dromedary camels, which have one hump, and Bactrian camels, which have two humps.Wild Bactrian, or two-humped, camels (Camelus bactrianus) are extraordinary creatures with a long and fascinating history. They have roamed the barren and rocky deserts of China and Mongolia for thousands of years. Both Bactrians and their one-humped cousins, the dromedaries (or Arabian camels [C. dromedarius], now extinct in the wild), originated in North America between 40 million and 45 million years ago.Wild Bactrian camels are very rare—at most, 950 remain in the wild, though this number may be much lower, since their broad habitat has made obtaining accurate population counts difficult. A number of human factors have contributed to their decline, including hunting for food and sport, as well as nuclear testing and illegal mining activity within their native habitats in Mongolia and China.
Answer:
Critical thinking is the process of reasoning, analyzing, and making important decisions. It's an important skill in making career
decisions.
Explanation:
Critical thinking involves an intentional judgment to reflect on what to believe or how to respond to close examination, experience, oral or textual manifestation, and even extraneous propositions. It is also linked to the definition of the content and value of the observation object.
Critical thinking involves an intentional judgment to reflect on what to believe or how to respond to close examination, experience, oral or textual manifestation, and even extraneous propositions. It is also linked to the definition of the content and value of the observation object.
Based on this reasoning, we can conclude that critical thinking is the process of reasoning, analyzing, and making important decisions. It is an important skill in career decision making.
The number of times that the value of 7 in 8,075 is greater than the 7 in 9,527 is 10 times.
<h3>How many times greater is 7?</h3>
The value of the 7 in 8,075 is 70.
The value of the 7 in 9,527 is simply 7 as it is the ones digit.
This means that the number of times greater that the 7 in 8,075 is than the 7 in 9,527 is:
= 70 / 7
= 10 times
Find out more on the position of digits at brainly.com/question/579274
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