The ratio of the density of an object or substance to the density of pure liquid water is known as specific gravity A The buoyancy force on an object is equal to the product of the fluid density, the acceleration due to gravity and of the object. volume the submerged A The pressure is difference in pressures across a boundary or the difference between the pressure at some point and the pressure at some reference point. relative pressure| A The incompressible fluid phase is the. phase.

Determine which df th following equations can be eigen function equation and qive tk values an sinfx) dx 2 d? sin TTX 2 dx2 a x uP +) -ih 으 ek T 2iky

Where is the 10^11 from in the b part of the problem? From the problem, it's 1.50 × 10^8. Thank you!

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Please make the letters clear po because I sometimes get confused with the writing. NOTE: It’s +Q and not +2Q. Another note: IT’S NOT A MULTIPLE CHOICE.

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Use the following equations: Dal P₁" (x) = (1-1²) 11/12 (1) P/(x). P(x) 2T (1) (x² - 1. (21+1) (1-\m) p (cos 8). Y" (0.4) = √ 4m (+1)! To build Y and Y, and that they are normalized and orthogonal?

ANSWER QUICK! Ive read the honor code and it says that their a question can have up to 3 subparts (i.e. part a, b, and c). So please answer all questions. Frodo is walking fast towards Mount Doom. What is the minimum uncertainty in his position, given that his velocity is 1000 2.0 mm.s-1? Frodo has a mass of 50 kg. (1 mm = 10-3 m). Pick correct answer: a)5.3 x 10-34 m, b)5.3 x 10-31 m , c)5.3 x 10-38 m, d)1.3 x 10-34 m, e)1.3 x 10-23 m 2. In the H atom, which of the following transitions will result from the absorption of the highest frequency photon? Select all that apply  (Assume all transitions are possible). Pick correct answer:  a)4d to 1s, b)2p to 4d, c) 3s to 6f, d)2p to 3s, e)   4p to 1s, f) 2p to 4s 3.Which of the following quantum numbers can be used to describe a 5p orbital? (Select all choices that apply) a)n=5; l = 1; ml = -1, b)n=5; l = 0; ml = -1, c)n=5; l = 1; ml = 0, d)n=5; l = 2; ml = -1, e)n=5; l = 0; ml = 1

If we have stabdard deviations for x and y data and we have mean values for x and y, how can we evaluate the standard deviation of (1-x/y).m ? (m is a constant value).

Need help on finding the values of R_k , R_0 and S . If you can show me how to solve it step by step , thanks in advance .