Questions
We are testing the hypothesis of no difference between means of two normally distributed populations (eg...

We are testing the hypothesis of no difference between means of two normally distributed populations (eg number of cracks in bricks). Alternative hypothesis is inequality. Significance is .05. Samples from these populations are X {3,5,6,9] and Y [6,11,15,21]

Sample correlation coefficient p=.993 , V(x) = 6.25 and V(Y) = 40.25

What test is appropriate (explain)?

Calculate appropriate test statistic (two tailed) and the P-Value using table?

State Conclusion

In: Statistics and Probability

The eight ball, which has a mass of m=0.5kg, is initially moving with a velocity v=4.9i...

The eight ball, which has a mass of m=0.5kg, is initially moving with a velocity v=4.9i m/s. It the strikes the six ball, which has an identical mass and is initially at rest. After the collision the eight ball is deflected by an angle of theta 27 degrees and the six ball is deflected by an angle psi 31 degrees. (a) Write an expression for the magnitude of six ball's velocity, in terms of the angles given in the eight ball's initial velocity, v.

In: Physics

I would like to power and drive a vehicle using: 2 x 6V geared mini DC...

I would like to power and drive a vehicle using:

2 x 6V geared mini DC motors
1 x 5V Color recognition sensor
1 x Arduino Nano

I this possible? If so please explain how and provide a detailed schematic and list of parts needed. How do I supply 6 V to each motor, if the Arduino Nano only puts out 5 V?

Thanks

In: Electrical Engineering

Maxima and minima

A cylindrical container is to be made from certain solid material with the following constraints: It has a fixed inner volume of V mm3, has a 2 mm thick solid wall, and is open at the top. The bottom of the container is a solid circular disc of thickness 2 mm and is of radius equal to the outer radius of the container. If the volume of the material used to make the container is minimum when the inner radius of the container is 10 mm, then the value of V/250 π is

In: Math

Standard reduction potentials are provided for two half reactions that involve the hypothetical metal "M" and...

Standard reduction potentials are provided for two half reactions that involve the hypothetical metal "M" and sulfide ion. Use them to calculate the value of the solubility product constant for the metal sulfide. (Hint: what is the balanced chemical reaction equation for the equilibrium reaction that gives Ksp?)

M2+ + 2 e- ⇌ M(s) Eo = -0.057 V
MS(s) + 2 e- ⇌ M(s) + S2- Eo = -1.208 V
Ksp of MS(s) =

In: Chemistry

Let V be the vector space of 2 × 2 real matrices and let P2 be...

Let V be the vector space of 2 × 2 real matrices and let P2 be the vector space of polynomials of degree less than or equal to 2. Write down a linear transformation T : V ? P2 with rank 2. You do not need to prove that the function you write down is a linear transformation, but you may want to check this yourself. You do, however, need to prove that your transformation has rank 2.

In: Math

Which of the following are FALSE about the innate immune cells: i) They can distinguish H1N1...

Which of the following are FALSE about the innate immune cells:
i) They can distinguish H1N1 influenza virus from H3N2 influenza virus.
ii) They do not have receptors that recognize self-molecules.
iii) They home to tissues using adhesion molecules.
iv) They cannot kill multi-cellular organisms.
v) They interact with the adaptive immune system.
options

i,iii

ii, iv

iii, v

i

i, ii,iv

In: Biology

In this week's lecture #3, Walter Lewin lit a fluorescent bulb by holding it near a...

In this week's lecture #3, Walter Lewin lit a fluorescent bulb by holding it near a Van de Graaff generator, charged to 300,000 V. Suppose that the spherical conductor of the Van de Graaff has a diameter of 68.69 cm, that the bulb is 100.56 cm in length, and Prof. Lewin is holding the near end of the bulb 32.23 cm from the surface of the Van der Graaff. What is the potential difference (V) between the two ends of the bulb?

In: Physics

Let T and S be linear transformations of a vector space V, and TS=ST (a) Show...

Let T and S be linear transformations of a vector space V, and TS=ST

(a) Show that T preserves the generalized eigenspace and eigenspace of S.

(b) Suppose V is a vector space on R and dimV = 4. S has a minimal polynomial of (t-2)2 (t-3)2?. What is the jordan canonical form of S.

(c) Show that the characteristic polynomial of T has at most 2 distinct roots and splits completely.

In: Math

The coenzyme NADP+ is the terminal electron acceptor in chloroplasts, according the reaction 2 H2O +...

The coenzyme NADP+ is the terminal electron acceptor in chloroplasts, according the reaction

2 H2O + 2 NADP+ → 2 NADPH + 2 H+ + O2

NADP+ + H+ + 2 e- → NADPH E˚'= -0.315 V

O2 + 4 H+ + 4 e- → 2 H2O E˚'= 0.816 V

Given the information above, calculate the equilibrium constant for this reaction at 25˚C and pH 7.0.

How can the chloroplast overcome this unfavorable equilibrium?

In: Biology