when a variable is to a negative power, the answer is always the variable with the additive inverse of the power, (ex. -2 changes to 2) and is divided by one.
such as X to the -5 power equals 1 over X to the 5th power. I will use the symbol "^" for power. Let's se a numeric example, with 10 instead of "x". Consider this sequence:
10^3 = 1000
10^2 = 100
10^1 = 10
10^0 = ???
10^(-1) = ???
10^(-2) = ???
How should this sequence be completed? In the left-hand column, the exponent decreases one at a time; in the right-hand column, the number decreases by a factor 10 each time. It seems logical to continue this pattern - so the missing question marks can be replaced by 1, 0.1, and 0.01.
More specifically, several laws for powers continue being valid if these definitions are used (a^0 = 1; a^(-b) = 1/a^b). For example, the addition of exponents: x^a * x^b = x^(a+b) continues being valid, even if a or b, or both, are negative.
It is only defined that way; there is no way to "prove" it. The common definition, however, turns out to be very useful.
Using the quadratic formula, you should get two answers: 1 + sqrt(14) and 1 - sqrt(14).
49 - 8 - 6 = 35
-4
4.2 to the 2nd power is equal to 17.64 while 10 to the 2nd power is equal to 100. The latter is larger.
x2-x-56 = (x+7)(x-8) when factored
Would you mind typing it out for me? I don't quite understand exactly what you are asking. For example, x to the second power minus 4x over x to the second power minus 16 would be... x^2-4x/x^2-16 Do you mind typing it out like that? Because what you wrote makes no sense at all.
That depends what the value of A is.
Using the quadratic formula, you should get two answers: 1 + sqrt(14) and 1 - sqrt(14).
49 - 8 - 6 = 35
-4
That factors to 4t(2t + 1)(5t - 6)
25
That factors to 3(m - 4n)(6m - n)
which of the following is a factor of x2 - 5x - 6
4.2 to the 2nd power is equal to 17.64 while 10 to the 2nd power is equal to 100. The latter is larger.
4
35x2-44x-7 = (7x+1)(5x-7) when factored