n = number n + 6 ======
6 less than a number n is n-6 This is because "n" is the variable; the number. Since the problem is 6 less than a number, you would start with writing subtract 6, which is -6, and then put n before it, subtracting 6 from n, which gives you n-6. ----
The question is ambiguous and the possible answers are n + 5*6 = n + 30 or (n + 5)*6
The answer is a set of the form {4, 4, 6, n, 12} where n is any number between 6 and 12.The answer is a set of the form {4, 4, 6, n, 12} where n is any number between 6 and 12.The answer is a set of the form {4, 4, 6, n, 12} where n is any number between 6 and 12.The answer is a set of the form {4, 4, 6, n, 12} where n is any number between 6 and 12.
n = 6
n = number n + 6 ======
6 less than a number n is n-6 This is because "n" is the variable; the number. Since the problem is 6 less than a number, you would start with writing subtract 6, which is -6, and then put n before it, subtracting 6 from n, which gives you n-6. ----
n/2 + 6 = n/3 so 6 = n/3 - n/2 = 2n/6 - 3n/6 = -n/6 and so n = -36
Explanation: Quotient means that you divide something by another. Let's let n be the "number". Therefore, "a quotient of a number and 6" refers to n 6 or n รท 6 .
what is 6 more than 2
n/6+10=n/2 n/6+10=3n/6 10=2n/6 60=2n 15=n
150,114,84,60,42,30... 25*6, 19*6, 14*6, 10*6, 7*6,5*6 A formula for the next number in the sequence is: (N-(6-n))*6 where N is the previous number and n is the position of the current number; with 150 being set as the datum. 150,114,84,60,42,30... 25*6, 19*6, 14*6, 10*6, 7*6,5*6 A formula for the next number in the sequence is: (N-(6-n))*6 where N is the previous number and n is the position of the current number; with 150 being set as the datum.
Call the number n. From the problem statement, (n/6) + 25 = n. Multiplying both sides by 6 yields n + 150 = 6n, or 150 = 5 n or n = 30.
The question is ambiguous and the possible answers are n + 5*6 = n + 30 or (n + 5)*6
The answer is a set of the form {4, 4, 6, n, 12} where n is any number between 6 and 12.The answer is a set of the form {4, 4, 6, n, 12} where n is any number between 6 and 12.The answer is a set of the form {4, 4, 6, n, 12} where n is any number between 6 and 12.The answer is a set of the form {4, 4, 6, n, 12} where n is any number between 6 and 12.
n = 6
6 - n