Without brackets, there are many ambiguities in the question.
4 = 2/3*log(x) - 0.9
4.9*3/2 = logx
7.35 = logx
so x = 107.35
However, the original equation could also have referred to
4 = 2/3*log(x-0.9)
or
4 = 2/[3*log(x)] - 0.9
or
4 = 2/[3*log(x-0.9)]
You would need to know what a is equal to in order to calculate this equation.
There is no need. The first equation can be rearranged to a simple equation in just y. Multiply it by 0.2 to solve for y. Substitute the value of y in the second equation and rearrange to get a simple equation in x. Multiply by (1/6) to find x.
3-e = 4-f f-e = 4-3 f-e = 1
so logs always have a base of 10 and when you set the equation up you would have logX=2.771 you can rearrange this equation to be an exponent setup like 10^2.771=X so X= 590.2
Do you mean 9 plus 5 minus 7 minus 5? If so, the equation would be: 9+5-7-5=2
(200-90)+20=10
9000 minus 61 would equal 8939.
To solve the equation "x times y minus z equals 13," we need to set up the equation as follows: xy - z = 13. Since we are looking for three unknowns, there are multiple solutions to this equation. One possible solution could be x = 5, y = 3, and z = 2, as 5 times 3 minus 2 equals 13.
Your question does not make sense. It would probably be interpreted as a + = ++a ---a
Rearrange the second equation to read 2x - y = -3Add the two equations: 3x = 6:Divide by 3: x = 2 so y = 7
This would be False:The GAAP account equation is Assets = Liabilities + Owners Equity (which includes capital)Therefore the correct equation would be:Assets - Liabilities = Owners Equity (minus not plus)There is no accounting equation that allows to adding assets and liabilities.
To solve the equation n - 24 = 48, you would first isolate the variable n by adding 24 to both sides of the equation. This would give you n = 48 + 24, which simplifies to n = 72. Therefore, the value of n in this equation is 72.