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Is sum of two whole number a natural number?
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yes.
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write a C function which takes a natural number as argument and calculates the product of sum of its digits. A sum-product
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well, the hardest part is picking off the digits of the number. That is easily done by taking the
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Are the following true or false?
1. The difference of two natural numbers is always a natural number. 2. The sum of two natural
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1. True - Unless you start subtracting candy from my stash, then things can get pretty unnatural. 2.
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The number 32 falls into what mathematical classification?
a Natural number only b Natural number and rational number only c
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d Natural number, whole number, rational number, and integer
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The sum of 3 numbers is 42
The sum of the first number and the third number +2 = the second number The third number multiplied by
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Write it out helps. Let the 3 numbers be A,B,C B = A + C + 2 2C = A + C 42 = A + B + C
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Which statement about the sum of two additive inverses is true? Select all that apply.
A. The sum is 1. B. The sum is zero. C.
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Why not take an example to see which ones apply (+5) + (-5) = 0 Check each of the given choices.
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Which statement about the sum of two additive inverses is true? Select all that apply.
A. The sum is 1. B. The sum is zero. C.
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a number and its additive inverse add to 0 (the additive identity) Surely you can pick out the other
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EQUANG QUADRATIC
EQUATIONS 17. Rewrite each expression using i. a. V-100 b. V-75 18. List all words from the box that describe
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17. a. √-100 = 10i b. √-75 = 5√3i 18. a. -2i: imaginary number, complex number b. 18.025:
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hich word phrase can you use to represent the algebraic expression 6y?
(1 point) Responses 6 less than a number y 6 less than a
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the product of 6 and a number y
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proof by mathmatical induction that the sum of the first n natural numbers is equal n(n+1)/2
It's true for n = 1. Assume that it
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To prove that the sum of the first n natural numbers is equal to n(n+1)/2 using mathematical
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Determine all pairs (m, n) of a two-digit natural number m and a single-digit natural number n satisfying the following
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If I understand this correctly, then if the digits of m are a and b, we have m = 10a+b and so
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Identify the MOST SPECIFIC set to which each of the following numbers belongs. (7 points)
4.56666.... 6.263 36 √42 11 0 -25 ::
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A prime number is a natural number greater than 1 that has no positive divisors other than
1 and itself. On the other hand, a
