Please answer both parts of the question!!
mass of sample 1 + sample 2 = 100.06 - 50.14 = 49.92 g
density =mass /volume
mass of sample 1 = volume *density = 24.88 * 0.99802 = 24.831 g
mass of sample 2 = 49.92 - 24.831 = 25.089 g
volume of sample 2 = density *mass
= 0.99802 * 25.089 = 25.04 mL
average volume = 25.04 + 24.88 / 2 = 24.96 mL
average deviation = | 24.96 - 24.88 | + | 24.96 - 25.04| / 2
= 0.08+0.08 /2
average deviation = 0.08
Please correctly answer both parts of question 6.
show works please
Q10 10 Points Answer both parts of this question, parts (a) and (b). (a) Find the sum of each of the infinite geometric series, if they converges. If they do not converge write DIVERGES. (0) 67 +4 87 n=0 ละ 85 8 3 n11 7+16” n=1 10 (5)" (b) Write the number 0.317171717... as a ratio of integers.
Please answer all parts of both questions, please!
Question 1: For each circuit in the Figure 1, determine the Thevenin equivalent as seen from the terminals A and B Ri R4 A 3 V 100 kΩ 100Ω 22Ω Ri 7811 R, 47 Ω Figure 1: Circuit for Question I Question 2: For the circuit in Figure 2, a. determine the Thevenin equivalent as seen from the terminals a and b. b. find the maximum power in the Thevenin equivalent. 1211...
This is a two-parts of the same
question please answer both
6. Let A= 0.7 0.1 0.3 0.9 Find P and D such that A= PDP-1, where D is a diagonal matrix. 7. This is a continuation of the previous problem. Compute lim AK ) Po, where ро 0.8 0.2
please answer both parts of question 5
5. Consider the equation x2 + 3x + 2y = 6 a) (10 points) Use implicit differentiation to find dy dx b) 6 points) Find an equation for the tangent line to the curve described by the equation in part a) at the point (-1,2).
Please answer both parts of
the question. Thank you so much!
Please use the following information to answer the next two questions. Assume that you have an equation of the form A. kT. If you take the log (base 10) of both sides of this equation and obtain the following straight line log equation, log λ = 0.5 log T + 2, then: → 1 1 . What is the value of the exponent n? a) 0.5 e) None of...
Please answer both parts of Question 1. Please show all work and all steps. 1.) In a room, there is a lightbulb with lifetime that is independently identically distributed with 4 months as the mean. A custodian enters to check the lightbulb at a rate 2 (per month) Poisson processes and will replace the lightbulb when it stops working. a.) What is the rate for replacing the lightbulb? b.) What is the limiting fraction of time that the light bulb...
please answer both parts of
this question (a & b). will upvote as long as I can read
through the assistance, thanks in advance
(a) Compute the voltage drop along a 20m length of copper wire that carries 12A current. The wire has diameter 1.628 mm. Resistivity of copper is p = 1.7 x 10-89m.s Hint: Use Ohm's law and the formula of resistance in terms of the resistivity. b) Two copper wires have the same resistance. If one has...
please answer both parts of the question.
part A:
Part B:
Write an equation for the polynomial graphed below 5 + 4 2+ 1 23 /4 -5 -4 3 -2 -1 -1 5 -2 -3 -4 -5 y(x) = Preview The polynomial of degree 4, P(x), has a root with 2 and roots with multiplicity 1 1. Given that P(x) goes through the point (5, 54), find a formula for P(x) multiplicity 2 at x at x 0 and x...
Please answer both parts of the question
1. One kilogram of water at 300°C expands against a piston in a cylinder until it reaches ambient pressure, 100 kPa, at which point the water has a quality of 90%. Assume the expansion is reversible and adiabatic. a) What was the initial pressure in the cylinder? b) How much work was done by the water (in kJ)?