Answer:
- The total Minutes of the Inside tasks.-F (Fish)
- The total Minutes of the Outside tasks.-G+D (Garden and Dog)
- The total Minutes of the tasks involving animals.-D+F (Dog and fish)
- The total Minutes of the tasks not involving animals.-G (Garden
Step-by-step explanation:
D is the number of minutes it takes to walk his dog
G is the number of minutes it takes to water the garden
F is the number of minutes it takes to feed his fish.
We are required to match these situations to their respective expressions:
<u>Situation</u>
- The total Minutes of the Inside tasks.
- The total Minutes of the Outside tasks.
- The total Minutes of the tasks involving animals.
- The total Minutes of the tasks not involving animals.
<u>Expression</u>
<u>Match:</u>
- The total Minutes of the Inside tasks.-F (Fish)
- The total Minutes of the Outside tasks.-G+D (Garden and Dog)
- The total Minutes of the tasks involving animals.-D+F (Dog and fish)
- The total Minutes of the tasks not involving animals.-G (Garden)
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Answer: i think that it is 479.36
Step-by-step explanation:
Answer: Choice C
As then
As then
Check out the diagram below.
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Explanation:
The leading term is the term with the largest exponent. That would be the term of . The leading term directly determines the end behavior. The other terms will not play a role.
What this means is that the end behavior of is the exact same as the end behavior of
As x gets really big in the positive direction, we'll have get really small in the negative direction. For instance, x = 10 leads to and x = 100 leads to
Therefore, as then
Visually the graph goes forever downward when we move to the right. We can consider this as "falls to the right".
--------------------------------
The graph "rises to the left" because as then
Here's a small table to give numeric examples:
As x gets more negative, y becomes more positive. We have this opposite nature going on similar to the previous section.
This graph goes uphill when moving to the left.
Check out the graph below. In the diagram I used a = 2, but you could use any value of 'a' you want to get the same end behavior.
Answer:
900
Step-by-step explanation:
multiply the rectangle first 30x20 600 then multiply the triangles but don’t forget to divide by 20