<u>"I understood that he spoke of the great lake of ears of corn that all of us Indians have in our heart and from which we get tiny drops of moonlight . . . "</u>
I believe its this excerpt. It seems to have a much more understanding to me that it also explains the connection between human and nature much more efficient to me than the others tho.
I hope this helps! If that's wrong. I'm terribly sorry.
Because Jeanette is not very smart. Some could definitely say that a watch is more useful than diamonds. But with if she had diamonds in her possession she could then sell the diamonds and buy all the watches that she wants because diamonds are way more valuable than a watch.
Answer:
The air in the atmosphere consists of nitrogen, oxygen, which is the life-sustaining substance for animals and humans, carbon dioxide, water vapor, and small amounts of other elements (argon, neon, etc.). Higher in the atmosphere air also contains ozone, helium, and hydrogen.
Explanation:
Oxygen- is an important gas, both for humans as well as the atmosphere. It supports breathing for living beings, but at the same time, oxygen is a combustible gas, which means, it can catch fire quickly.
Carbon dioxide- is infused into the air due to respiration. Living beings inhale oxygen and exhale carbon dioxide.
Water Vapor- When the water present in the water bodies evaporates due to heat, it rises and mixes into the atmosphere.
Answer:
(The whole question can be seen in the Attachment)
(a) Plan A , $6
(b) 160 minutes, Plan B
Explanation:
<h2>
(a) </h2>
If Chris makes 40 mins of calls for the month, which plan costs less?
In the graph, it can clearly be seen that for 40 mins, Plan A costs $4 while Plan B costs $10. So Plan A costs less.
How much less does it cost than the other plan?
Plan B cost $10 while Plan A costs $4. So Plan A costs $10-$4=$6 less than plan B
<h2>(b)</h2>
For what number of minutes both plans have the same cost?
We can see from the graph that both plans A and B coincide at 160 mins where the cost of both plans become $16
If the time spent on calls is more than this amount, which plan cost less?
Plan B costs less after time spent on call exceeds 160 mins.
