# Recent questions tagged natural

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Interactive Flashcards: How well do you know the Variation and Natural Selection concepts?
Interactive Flashcards: How well do you know the Variation and Natural Selection concepts? Interactive Flashcards: How well do you know the Variation and Natural Selection concepts? &nbsp; &nbsp; ...
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Determine $D_{x}\left(\frac{x^{3}+3 x^{2}+6 x+8}{x+2}\right)$
Determine $D_{x}\left(\frac{x^{3}+3 x^{2}+6 x+8}{x+2}\right)$Determine \ D_{x}\left(\frac{x^{3}+3 x^{2}+6 x+8}{x+2}\right) \ ...
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Prove by induction that for every natural number $n$, $n^{3}+2 n$ is divisible by 3
Prove by induction that for every natural number $n$, $n^{3}+2 n$ is divisible by 3Prove by induction that for every natural number $n$, $n^{3}+2 n$ is divisible by 3 ...
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What is the series expansion of the natural logarithm?
What is the series expansion of the natural logarithm?What is the series expansion of the natural logarithm? ...
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Which of the following statements reflects the mechanism of natural selection?
Which of the following statements reflects the mechanism of natural selection?Which of the following statements reflects the mechanism of natural selection? A) There are variations within every species B) Individuals of every s ...
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Let $i$ be the annual effective interest rate and $n$ and $p$ be any natural numbers.
Let $i$ be the annual effective interest rate and $n$ and $p$ be any natural numbers.Let $i$ be the annual effective interest rate and $n$ and $p$ be any natural numbers. i. Define algebraically, in a summation format, \(\ddot{a ...
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What is the Definition of Common Logarithm?
What is the Definition of Common Logarithm?What is the Definition of Common Logarithm? ...
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Find a cubic polynomial whose graph has horizontal tangents at $(-2,5)$ and $(2,3)$.
Find a cubic polynomial whose graph has horizontal tangents at $(-2,5)$ and $(2,3)$.Find a cubic polynomial whose graph has horizontal tangents at $(-2,5)$ and $(2,3)$. ...
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If a whole number is not a natural number, what must the number be?
If a whole number is not a natural number, what must the number be?If a whole number is not a natural number, what must the number be? ...
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Classify each number as being a natural number $(\mathrm{N})$, whole number $(\mathrm{W})$, integer $(\mathrm{I})$, rational number $(\mathrm{Q})$, and/or irrational number $\left(Q^{\prime}\right)$.Classify each number as being a natural number $(\mathrm{N})$, whole number $(\mathrm{W})$, integer $(\mathrm{I})$, rational number $(\mathrm{Q})$, an ...
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How many natural numbers from 1 to 2016 can be written as the product of an even number and a multiple of five?
How many natural numbers from 1 to 2016 can be written as the product of an even number and a multiple of five?How many natural numbers from 1 to 2016 can be written as the product of an even number and a multiple of five? ...
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What is the definition of $e$, the base of the natural logarithm?
What is the definition of $e$, the base of the natural logarithm?What is the definition of $e$, the base of the natural logarithm? ...
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Determine the intervals of the domain for which the following function is decreasing.
Determine the intervals of the domain for which the following function is decreasing. Determine the intervals of the domain for which the following function is decreasing. &nbsp; ...
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What are natural counting numbers?
What are natural counting numbers?What are natural counting numbers? ...
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Give the equations to determine the coefficients for $S_{i}(x)=a_{i}+b_{i}\left(x-x_{i}\right)+c_{i}\left(x-x_{i}\right)^{2}+d_{i}\left(x-x_{i}\right)^{3}$ for $i \in\{0,1,2, \ldots, n-1\}$Let $S(x)$ be the natural cubic spline over the interval $\leftx_{0}, x_{n}\right$ determined by the knots $\left\{\left(x_{0}, y_{0}\right),\left(x ... close 0 answers 71 views Determine the natural cubic spline through the points$\{(0,-1),(1,0),(2,2),(3,0),(4,-2)\}$. Give the cubic polynomial for the spline on each of the intervals$\{[0,1],[1,2],[2,3],[3,4]\}$.Determine the natural cubic spline through the points$\{(0,-1),(1,0),(2,2),(3,0),(4,-2)\}\$. Give the cubic polynomial for the spline on each of the i ...
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Define a prime number.
Define a prime number.Prime numbers are essential for finding the HCF and LCM. ...
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How can knowledge about the world help computers understand natural language?
How can knowledge about the world help computers understand natural language?How can knowledge about the world help computers understand natural language? ...
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Are 3D printed goods as good as those manufactured “traditionally”?
Are 3D printed goods as good as those manufactured “traditionally”?Are 3D printed goods as good as those manufactured “traditionally”? ...
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Why is 1 not a prime number?
Why is 1 not a prime number?Why is 1 not a prime number? ...
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Kea plants vegetables in his garden.
Kea plants vegetables in his garden.Kea plants vegetables in his garden. List the three natural resources that the vegetable plants need to grow. ...
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Briefly describe the natural environment in which a lion lives.
Briefly describe the natural environment in which a lion lives.Briefly describe the natural environment in which a lion lives. ...
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Resources that can be replaced and will never run out are known as .............
Resources that can be replaced and will never run out are known as .............Resources that can be replaced and will never run out are known as ............. ...
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The ....................... sector involves the extraction of natural resources.