1.)x^2 - 60 = -11
2.) 12x^2 + 3x = 0
(Show work please)-1. Add 11 to both sides: x^2 - 49 = 0. The quadratic formula says that x = [-b (plus or minus) the square root of (b^2 - 4ac)]/2a, where a is
The question is:
Determine the number and type of solutions for:
X^2-4x+10=0
By examining the discriminant.
I looked up the formula for finding the discriminant of an equation:
D = b^2-4ac
So
D
I havent had to solves any maths questions for many years now so I am very rust and would like some help with these questions. The answers must include workings out.
1) Earth is approximately 1.5 x 1
Indefinite Integral of dx/(x^2)(sqrt(4-8x^2))-you have 1 / [ x² ( 2) √ ( 1 - 2 x² ) ]...trig sub of x √2 = sin Θ ....
{ [ 1 / √2 ] cos Θ } / { (1 / 2 ) sin ² Θ (2) cos Θ } dΘ...integration of a csc ²
For an algebra 2 project, I am supposed to create a drawing on a TI-84 calculator using a set of different functions (ie quadratic, absolute value, root, rational, exponential, logarithm, trigonometri
alright! so I do have an idea of how to work this out but not when i have a sequence going up to like 200!
so here is my problem:
1/3 + -2/3 + 4/3 + -8/3 +.... +-256/3
Eekk.. yeah so techicnally im
Is there a spanning set for the following. Are they subspaces? Why?
{ [ a] [b] ................}{ [-b] [c] | a + c = 0 }
The periods are just for formating-i will assume that this is a matrix.....spa
Hello everyone,
I just came up with a question while I was playing with microsoft excel and I came up with an interesting question:
Assume a the following function,
f(x) = x^2-a*x,
where a is an arbi
Write a polynomial function that has the following zeros and leading coefficent 1.
1) -1,6,2
Solve using synthetic dividision
2) (x^3-x^2-2x-12)/ (x-3)
Solve the inequalities:
3) 4x^4+4>(equal2) 17x
Given: log 4 = clog 5 = d
Find each of the following in terms of c and d
1- log 20
2- log 16
3- log 4/5
4- log 2
5- the graph of y = (1/3)^x contains what points?-1. log (20) = log (4*5) = log 4 + lo
Let n be a positive integer and consider the ideals in Q[x]. Describe the elements of . What containment relations hold for these ideals? Explain why Q[x] is Noetherian. Explain why the ideals do no
I need some help with algebra two homework on conics.Here is the question:
In the coordinate plane, each conic is defined by distances from given objects.What objects are used for each conic?Choose f
Solve for the real number x
x-4i = (2-i)^2
I missed this lesson in class and dont really understand what it means or how to solve it. All I know is i is imaginary or a complex number
The answer is
(.............. is just spacing so I could set the problems up)
Identify horizontal and vertical asymptotes
1)
.......... - x^3
f(x) = -------------
......... x^3 - 8
Divide the two Expresions and
-500, -499, -498, ..., -1, 0, 1, ..., 498, 499, 500-0
Because if you add -500 to 500, you get 0
If you add -499 to 499 its 0
If you do it for each number, negative and positive you will get 0
Anything
