At what displacement from the equilibrium is the energy of a Simple Harmonic Motion half kinetic energy and half the potential energy?-Let A > 0 represent the amplitude of the motion (maximum distance
C=(5/9)(F -32) to convert Fahrenheit to Celsius.
So when will (5/9)(F-32)= 2(F)
(5/9)F-(32*5)/9= 2F
-160/9= 2F-(5/9)F
-160/9=( 13/9)F
(-160/9)(9/13)=F
F= -160/13 or about -12.3 degrees F
Then C=
I need help simplify this equation...
(2x^(2) -3x+1)(4)(3x+2)^(3) + (3x+2)^(4)(4x-3)
Im trying to understand how to do these problems but i dont even know where to get started...please show steps-Ba
Let the 2 numbers bex & y
Let x be the smaller number and y the bigger number.
THE TRICK IS TO FORM 2 EQUATIONS AND SOLVE IT.
y - x= 12
y = 12 + x
2y = 3x
SUBSTITUTE FOR y
2 ( 12+x) = 3x
24 +2
i been struggling with this all day plz help me-First factor out x^6 to get x^6(8x^2-5x+20).
x^6(8x^2-5x+20) is the most factored form because 8x^2-5x+20 cant be factored.-Honestly the only way I can
balance the weight of peanuts
let there be x ounces of the 40% nut mixture ==> .40x ounces of peanuts
since there are 36 ounces of the final mixture, there must be 36 - x ounces of pure peanuts
36
I really need help solving these problems in my calculus summer packet.
1) log10^12
2) ln e^19
3) e^ 2 ln 5
4) write log (2x^2 y^3) as a sum of logarithms,
5) write ln x^3 - 4ln(xy) as a single l
I am not looking for an answer, because this is not the actual problem. I am simply looking for someone to tell me how to do this. It is a similar problem, but I changed the numbers, because I want to
Can anyone answer this question please?-Take both sides to the e power.
ln(4 - 4x) = -4
e^[ln(4 - 4x)] = e^-4
4 - 4x = e^-4
-4x = e^-4 - 4
x = (e^-4 - 4)/-4
x = 0.995421
Cheers!-42 to the power of 9
Find unit vector a) parallel to and b) perpendicular to f(x) at the given point. f(x) = -x^2 + 5. Point (1,4)
Thank you-First start by finding the slope of the tangent line at (1,4), so...
f (x) = -
Let X be a random variable which is de fined over the interval [0, 2]. Find E[X], E[X^2], and E[ 1/
X ] for the following scenarios:
(a) The density function for X is given by: f(x) = ax for x is the
(a) How many bacteria are there after 3 hours?
b) How many bacteria are there after t hours?
(c) How many bacteria are there after 40 minutes? (Round your answer to the nearest whole number.)
(d) Grap