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Top Questions

1.I have a calculation doubt. How do we calculated an x% charge on every y% breach of total z% breach. ...

E.g. 5% charge on every 10% breach of the total breach of 102%. Any short summed-up formula?
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2.Alberto ran 4/5 kilometer on Monday. On Tuesday, he runs 91/0 of the distance he ran ...

How far did he run on Tuesday? Enter your answer in the box as a fraction in simplest form.
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5.You will be assembling 4 expressions using order of operations. The trick to this project is that you’ll be ...

ou’ll be using the same 4 numbers written in the same order. The only thing that will change in each expression will be the tools you’ll use from your toolbox. The tools that you’ve learned so far for order of operations are parentheses, exponents, multiplying, dividing, adding, and subtracting. Here are the four numbers. Keep them in this order: 18 2 4 3 Here are the tools in your toolbox: The 2 and 3 represent exponents, so you are allowed to square or cube a number. Listed below are the values you need to create. 21 = 67 = -6 = 103 =
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8.An electronics dealer offers a discount of 10% on the Marked price of Electronics. He still makes a profit of ...

profit of 20%. If his gain on the sale of one electronic item is rupees 4500 find the Marked price of the electronic item.
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Limits Sample Questions:

Question 1: 

What is the approximate estimate for the limit of the given function at ?



Answer: 

Explanation: Analyze the value of the function as we approach  from both sides.

 

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Question 2: Write a reasonable estimate for the limit of the given function at



Answer: 

Explanation: Analyze the value of the function as we approach  from both sides.

 

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Question 3: Find .



Answer: 

Explanation: Analyze the value of the function as we approach  from the left-hand and right-hand sides.

 

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Question 4: Find .



Answer: Does not exist.

Explanation: Analyze the value of the function from the left-hand and the right-hand sides of the limit. 

 

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Question 5: Find .



Answer: Does not exist.

Explanation: Analyze the left-hand and right-hand side limits. 

 

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Question 6: Find .



Answer: 

Explanation: Identify the value of the function  as approaches .

 

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Question 7: Find .



Answer: Does not exist.

Explanation: Analyze the left-hand and right-hand side limits. 

 

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Question 8: Find .



Answer: 

Explanation: Identify the value of t the Right-Hand Side limit.

 

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Question 9: Find .


 

Answer:

Explanation: Identify the value of the  Left-Hand Side limit.

 

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Question 10: Find .



Answer: 

Explanation: Identify the value of the  Left-Hand Side limit.

 

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