Assuming that you are reffering to something like this: (x - h)(x - k) = 0 x = h, x = k This is the fundamental theorem of algebra which states that is given a polynomial (multiple terms raised to positive powers ex) x^3 + 2x + 1), then the number of solutions to that polynomial is equal to the degree (or highest exponent) in the polynomial. The factorization in the beginning was dealing with a quadratic equation - when foiled out it equals x^2 - hx - kx + hk. The highest exponent in the quadratic is two and therefore there are two solutions. You can even think back to the factorization again: if x = h then the whole equation is 0, if x = k then the whole equation is 0.
he was raised in Ohio
The fire dragon Igneel raised Natsu.
There are a wide variety of animals that are raised on ranches in Nebraska. These include cows, goats, horses, and rabbits.
Neil Armstrong was raised in Wapakoneta, Ohio. He was born August 5, 1930.
They are terms in which a variable is raised to the same power (index) in both terms. So x2y and -27x2y are like terms but not xy2.
They are the integer powers of that variable.
The degree of a polynomial is just the highest power present. So, look at which power each term is raised to, and whichever one is biggest is the degree of the polynomial. The degree of 5x^2+3x+6 would be two. If you've got more than one variable, like 3x^2y^5+2xy^2, the degree of the first term would be 2+5=7 and the degree of the second term would be 1+2=3, so the degree of the polynomial is 7.
0.040.040.040.040.040.040.040.040.040.040.04
-1/32
Yes
10-7 is smaller than 10-2.
For example, 70-1 is the same as 1 / 70+1. Similar for any other negative power. For the remainder of the problem, you simply have to add fractions.
If the variable x is raised to the power of 1 or 0. No other possibilities.
144-1/2 = 0.00347
Yes, 3x and x are like terms because they have the same variable raised to the same power.
No. A negative power simply indicates a reciprocal of the positive power. So 3-4 = 1/34 = 1/81 while (-2)-5 = 1/(-2)5 = 1/(-32) = -1/32