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How do you find the area between the curves y equals 1 divide by x and y equals sin x in the region x greater than 0 but smaller than pi?
Wiki User
∙ 6y ago
Undefined: You cannot divide by zero
Aniya Konopelski
Wiki User
∙ 6y agoAs x→ 0, the area under 1/x → ∞.
Which means the area between the curves within 0 < x < π will be boundless, ie the closer the region starts to 0 the larger the area will be.
Wiki User
∙ 6y agoThe integral of 1/x does not exist in the region near x = 0.
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What is the greatest possible remainder when a whole number is divided by 9?
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Its the same way, except you'll go into decimals.
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Why do you use division to change a smaller unit to a larger unit in conversions?
There are lots of small units in each big unit. As a result, the number of small units is greater and to go from a greater number to a smaller number you need to divide by a number which is biiger than 1.Alternatively, to change a smaller unit to a larger unit you can always multiply by a number which is between 0 and 1.
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1/10 > 1/12 yes To figure it out just divide 1 by 10. Then divide 1 by 12. You'll see which is smaller. :)
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A tenth means that you divide something into 10 equal parts. A hundredth means that you divide something into a hundred equal parts. If you divide something into MORE parts, each part will be SMALLER.
When you divide a whole number by a fraction less than one will the quotient be greater than or less than the whole number?
When you divide a number by a fraction between zero and one, the quotient will be greater than that number.
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What is the analogy of cut?
To divide something into smaller and smaller pieces until you won't be able to divide it anymore.
How do you change grammes into kilogrammes?
well you divide or multiply. if it is bigger to smaller then you multiply, if it is smaller to bigger you divide
Why does it make sense to divide when you convert a measurement to a larger unit?
Because when you convert to a larger unit, you know that you will wind up with less of them, and if you divide by a number greater than ' 1 ', then the quotient is always a smaller number than you started with.
When you divide a decimal by a number greater than 1 how does the quotient compare with the divided?
The quotient can be smaller or larger - depending on whether the original was negative or positive. It will be unchanged if it was 0.
