SOLUTION: I am having difficulty solving 2 problems. I would appreciate if someone can help me. Thank you.
1. Solve for x: log base 2 X + log base 2 (x+2)) = log base 2 (6x+1)
2. Solve
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-> SOLUTION: I am having difficulty solving 2 problems. I would appreciate if someone can help me. Thank you.
1. Solve for x: log base 2 X + log base 2 (x+2)) = log base 2 (6x+1)
2. Solve
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Question 748556: I am having difficulty solving 2 problems. I would appreciate if someone can help me. Thank you.
1. Solve for x: log base 2 X + log base 2 (x+2)) = log base 2 (6x+1)
2. Solve for y in terms of x: log x - log (x-1) = 2 Answer by MathTherapy(10553) (Show Source):
You can put this solution on YOUR website!
I am having difficulty solving 2 problems. I would appreciate if someone can help me. Thank you.
1. Solve for x: log base 2 X + log base 2 (x+2)) = log base 2 (6x+1)
2. Solve for y in terms of x: log x - log (x-1) = 2
1. Solve for x: log base 2 X + log base 2 (x+2)) = log base 2 (6x+1)
x(x + 2) = 6x + 1
Solving using the quadratic formula, x =
2. Solve for y in terms of x: log x - log (x-1) = 2
As there's no indicated base, we know we're dealing with base 10, so we have:
100(x - 1) = x -------- Cross-multiplying
100x - 100 = x
100x - x = 100
99x = 100
, or
You can do the check on each!!
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