b can be equal to 3 or 4:
25*3*3 - 3*3*3*3 = 225 - 81 = 144.
25*4*4 - 4*4*4*4 = 400 - 256 = 144.
That is correct. I knew it was 3 and 4.
But I need the method by which one can calculate the answer.
Thank you.
You can rearrange the terms set this up as a quadratic equation and solve for b2
Let x = b2, then
25b2 - b4 = 144 can be rewritten as
-x2 + 25x -144 = 0, and a = -1, b = 25, and c = -144
Plugging into the quadratic equation, we get:
x = (-25 +/- sqrt(25^2 - 4*-1*-144)) / 2*-1
x = (-25 +/- sqrt(625 - 576) ) / -2
x = (-25 +/- 7) / -2
x = -18/-2 = 9, or
x = -32/-2 = 16
and since x = b2, then b = 3 or 4
B4 or B*B*B*B
b4
Example: Let's say b-8.2, where b is an integer. First step, turn the negative exponent to a positive one, and then use the laws of exponents. b-8.2 = 1/b8.2 = 1/b8+1/5 = 1/[b8b1/5] = 1/b8 * 1/b1/5 = 1/b8 * {1(b4/5)/[(b1/5)(b4/5)]} = 1/b8 * b4/5/b(1/5)+(4/5) = 1/b8 * b4/5/b5/5 = 1/b8 * b4/5/b = b4/5/b8+1 = b4/5/b9
Because of the way this is written, there are two possibilities in simplifying. Choose the one that applies:a4 - ab4 = a(a3 - b4); here, only the 'b' term is raised in the second term, so a1 is the only thing we can take out.a4 - (ab)4 - a4(1 - b4). Because a4 is a part of both terms, it can be removed from both as well.
It can be.
Note that your question does not specify what happens if B4 is equal to B3, so the following assumes it is left blank: =IF(B4>B3,"Y",IF(B4<B3,"N","")) If Y is for greater or equal to: =IF(B4>=B3,"Y","N") If it is N for equal to and Y is only for greater than: =IF(B4>B3,"Y","N")
B4 or B*B*B*B
b4
Example: Let's say b-8.2, where b is an integer. First step, turn the negative exponent to a positive one, and then use the laws of exponents. b-8.2 = 1/b8.2 = 1/b8+1/5 = 1/[b8b1/5] = 1/b8 * 1/b1/5 = 1/b8 * {1(b4/5)/[(b1/5)(b4/5)]} = 1/b8 * b4/5/b(1/5)+(4/5) = 1/b8 * b4/5/b5/5 = 1/b8 * b4/5/b = b4/5/b8+1 = b4/5/b9
The proper and best way to do it is: =B3+B4 You could also do it in any of the following ways: =SUM(B3:B4) =SUM(B3,B4) =SUM(B3+B4)
B4, b4, e3
Either b4 + b5 +b6 or sum(b4:b6)
It appears that on the B4, there is a gene that reinforces nicotine dependence.
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b4 Is a type of internet slang. It basically means "before".