0
Prove for any natural number n the expression 2 5n plus 3 plus 5 n plus 3 n plus 2 is divided by number 17?
It is impossible to read exactly what the expression is - it looks like there are some operators missing from expression: between the 2 and 5n, between the 5 and n, between the 3 and n.
As written it looks like: 25n + 3 + 5n + 3n + 2 = 33n + 5 which is not divisible by 17 for n = 1 (at least).
Please re-ask your question spelling out every operator, eg 2 bracket 5n plus 3 close bracket plus 3 minus n...
What else can I help you with?
What fractional form of 9.546 to prove that it is a rational number?
9.546 as an improper fraction in its simplest form is 4773/500 which proves that it is a rational number
What is 4 x divided by 4 x?
1
Prove 1 plus 1 equals 2?
# For every natural number x, x = x. That is, equality is reflexive. # For all natural numbers x and y, if x = y, then y = x. That is, equality is symmetric. # For all natural numbers x, y and z, if x = y and y = z, then x = z. That is, equality is transitive. # For all a and b, if a is a natural number and a = b, then b is also a natural number. That is, the natural numbers are closed under equality. # 0 is a natural number. # For every natural number n, S(n) is a natural number. # For every natural number n, S(n) ≠ 0. That is, there is no natural number whose successor is 0. # For all natural numbers m and n, if S(m) = S(n), then m = n. That is, S is an # If K is a set such that: #* 0 is in K, and #* for every natural number n, if n is in K, then S(n) is in K, then K contains every natural number. # If φ is a unary predicate such that: # #: #:* φ(0) is true, and #: #:* for every natural number n, if φ(n) is true, then φ(S(n)) is true, #: then φ(n) is true for every natural number n. Or. None of the above is relevant as... 1 + 1 = 3
How do you prove that 0.72 recurring as a fraction is 8 over 11?
Long division 8/11 = 8 divided by 11 .7272727272recurring
Can anyone prove that 1 divided by 2 is not 0.5?
Friends, faulty logic is for fun - nothing serious about it. Yes, it's wrong, however the reason beneath is hidden :) So try and prove that 1divided by 2 is not 0.5. No, because it is, and if they do, there is something wrong with it.
Remainder of 4n where n is any natural number when divided by 6 is always 4. Prove this?
It is REM(4n/6)=4. Prove. Correction.
6 is an even number prove it?
An even number can be divided by 2 evenly. An odd number will have a remainder of 1 when divided by 2. 6 is an even number.
Prove that 2 divided by10 equals 2?
Cannot prove that 2 divided by 10 equals 2 because it is not true.
How do you prove a negative number divided by another negative number results in a positive answer?
-16 ÷ -2 = (-1)(16)/(-1)(2) = 16/2 = 8
How do the number properties help us to prove that expressions are equivalent?
You can usually make valid transformations in one of the expressions until you get the other expression. A "valid transformation" in this context means one that doesn't change the value of the expression.
What fractional form of 9.546 to prove that it is a rational number?
9.546 as an improper fraction in its simplest form is 4773/500 which proves that it is a rational number
What did Avogadro's number prove?
no prove....
What is 4 x divided by 4 x?
1
Which algebraic expression would not be equivalent if the number and variable were reversed?
A variable raised to a power:i.e., X2 is not equal to 2X...you can prove it by substituting a number for X...if you choose X=1, then 12 = 1 & 21 = 2, which are not equal obviously.
How do you prove that a number is a composite?
To prove whether a number is composite, factor it. A number having any factor besides 1 and itself is composite.
Why is 37 square root an irrational number?
The same reasoning you may have seen in high school to prove that the square root of 2 is not rational can be applied to the square root of any natural number that is not a perfect square.
Is the sum of one odd number and one even number even or odd prove and explain in words?
The sum of an odd and an even number is odd. Any odd number can be expressed as 2n + 1 (for some integer "n"). Any even number can be expressed as 2m (for another integer, "m"). The sum of the two is 2(m+n) + 1. Since the expression in parentheses is an integer, multiplying it by 2 gives you an even number. Adding 1 makes the entire expression odd.
