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N plus 3 - 9 if n equals 15?
If you know that n = 15, substitute 15 for n and solve: n + 3 - 9 15 + 3 - 9 9
What is n plus 9 when n equals 3?
3 + 9 = 12
What equation does n equals 3?
n = sqrt 9
The inequality is greater than 24?
-3(n-5)=24 -3n + 15 = 24 -3n= 24-15 -3n = 9 n=9/-3 n=-3
If n is any prime no.and a2 is divisible by n then n will also divide a justify?
If n is any prime number and a² is divisible by n, then n will also divide a. Consider that 'n' exists as a prime number. If n divides a² then n also divides a. Let, n = 3 and a = 9 a² = 9² a² = 81 Here , 81/3 = 27 n divides a² Now, 9/3 = 3 Here, n also divides a.
N plus 3 - 9 if n equals 15?
If you know that n = 15, substitute 15 for n and solve: n + 3 - 9 15 + 3 - 9 9
What is n plus 9 when n equals 3?
3 + 9 = 12
What is 9 - n 12?
9 - n 12 = -3
What is N-3 equals 6?
N=9
Is 3 or 9 a prime number?
3 is a prime n but 9
What is 6n-3 equals 2n plus 9?
6n -3=2n+9 6n-2n=9+3 4n=12 n=12/4 n=3
-3(n plus 5)12?
If you mean: -3(n+5) = 12 then n works out as -9 because -3(-9+5) = 12
How many diagonals does a 9-sided polygon have?
Plug 9 as n in this formula: n(n-3)/2
What is the answer to N plus 6 equals 9?
N=3
What equation does n equals 3?
n = sqrt 9
The inequality is greater than 24?
-3(n-5)=24 -3n + 15 = 24 -3n= 24-15 -3n = 9 n=9/-3 n=-3
If n is any prime no.and a2 is divisible by n then n will also divide a justify?
If n is any prime number and a² is divisible by n, then n will also divide a. Consider that 'n' exists as a prime number. If n divides a² then n also divides a. Let, n = 3 and a = 9 a² = 9² a² = 81 Here , 81/3 = 27 n divides a² Now, 9/3 = 3 Here, n also divides a.
