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Solve the equation for x

(7/12)x^2 = (1/12) - x-multiply entire equation by 12 to get rid of fractions 7x^2 = 1 - 12x rearrange to have equation equal zero 7x^2 + 12x - 1 = 0 use the quadratic equation to solve for x x =

Math genious please please help thx

(8/x^2-4)-(3/x^2-4) (6y-7/y+2)-(2y-11/y+2)-1. 5/x^2 2. 4y+4/y or 4(y^2+1)/y-I think you will find that you are eather wrong or have asked the wrong question.(8/(x^2-4))-(3/(x^2-4… would be a differen

Can someone help me with this math equation

3.0x10^11 = (2x)^2 / (0.0014-x)(4.4x10^-4 -3x)^3-the answer is 2.8x10^-4, I think so anyway, I find knowing the answer helps because then you know if youre getting it right.-Well, the number of the le

How do i factor x^2 -7x + 12

Thank You-(x-4) (x-3)The numbers must add to equal the middle # and multiply to equal the last#-factors of 12 are 1, 2, 3, 4, 6, 12 which two factors when u add do u get 7 and their product 12? its 3

Eliminate the parameter and find a corresponding rectangular equation. X=2t+1 Y=t^2-2

A)y=1/4(x+1)^2-2 B)y=1/4(x-1)^2-2 C)y=1/4(x+1)^2+2 D)y=1/4(x-1)^2+2 Please help thank you quick!-Start out by solving x = 2t + 1 for t to get: x = 2t + 1 ==> t = (x - 1)/2. Substituting this into y

What is prime factorization

This is something to do with math...-It is when you simplify a number to where it cant be divided anymore without being even. example: 2*3=6 some prime factors are 2,3,5,7,11,13,17 2 is the only even

2 more questions regarding limits with difference quotients. :( picklejuice.

The difference quotient is: [ f (x+h) - (f-x) ] / h the 1st function is as follows: f(x) = x^2 - 3x The answer is: 2x-3 This one was hard because of all the xs in the function, so I didnt know what

How to Find the area of the rectangle

The width of a rectangle is (2x − 4) in. The length of the rectangle is three times the width. Find the area of the rectangle in terms of the variable x. 3(2x-4) did i set it up right?-yep... the widt

2 math problems based on laplance transformation.

a) represent f(t) = sin2t, 2π b) find the laplance transform of cos^2 t-[a].f(t) = | sin2t,2π | 0,otherwise f(t) = sin2t [u ( t - 2π ) - u ( t - 4π)] L f(t) = L sin2t . u ( t - 2π ) - L sin2t . u (

Using substitution to solve first order differential equations

i have the equation (x+2y) * y = y do i use a linear substitution or homogeneous substitution?-(x + 2y) y = y divide by x (1 + 2y/x) y = y/x let y/x = v y = vx y = v + xv (1 + 2v)(v + xv )

Find derivative of f(x)=21 (x+ cos x)^2 using chain rule

f(x) = 21 2(x+cosx)(1-sinx) f(x) = 42(x+cosx)(1-sinx) Chain rule: f(g(x)) = f(g(x))g(x) Steps: Ignore the 21 Since all constants remain when taking the derivative of constant x another function. Ta

Algebra.................................

(8t^3+3t-11)-(6t^2-4t+5)-8t^3 - 6t^2 +7t -16.-8t^3 - 6t^2 + 7t - 16 is the answer. Good luck!-8t^3 - 6t^2 + 7t -16-8t^3-6t^2+7t-16

Cot ^-1 (x^2- x^4) horizontal asymptote

cot ^-1 (x^2- x^4)horizontal asymptote-y = cot ^-1 (x^2- x^4) cot y = x^2 - x^4 Differentiate with respect to x, -csc y y = 2x - 4x^3 y = 0 => 2x(1 - 2x^2) = 0 x = 0 => y = pi/2 1 - 2x^2 = 0 => x = +

Statistics: Suppose that, on average, a major earthquake occurs once every 6 years.

Suppose that, on average, a major earthquake occurs once every 6 years.Find the probability that there will be at least two quakes in the next 10 years.-poisson distribution mean # of earthquakes in 1

How do I simplify this answer

For a u substitution problem where I take the integral of x/(x+1)^0.5, I get the integral to be 2/3(x+1)^0.5 -2(x+1)^1/2+C. the textbook though says the simplified answer is 2/3(x+1)^0.5*(x-2)+C. if
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