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Popular >

8(2n+4)-n>3n-6(1-2n)

Solution

8 (2 n + 4) - n > 3 n - 6 (1 - 2 n)

Solution

True for all n

+1

Interval Notation

(- \infty, \infty)

Solution steps

8 (2 n + 4) - n > 3 n - 6 (1 - 2 n)

Expand

8 (2 n + 4) - n : 15 n + 32

Expand

3 n - 6 (1 - 2 n) : 15 n - 6

15 n + 32 > 15 n - 6

Move

32

to the right side

15 n > 15 n - 38

Move

15 n

to the left side

0 > - 38

Therefore, the solution is

True for all n

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Frequently Asked Questions (FAQ)

What is 8(2n+4)-n>3n-6(1-2n) ?
The solution to 8(2n+4)-n>3n-6(1-2n) is True for all n