Show work please USING DATA FROM THE US MINT US MINT DATAUS MINT DATAUS MINT DATACOIN Measured MASS m (grams)Measured Diameter d (mm)Measured Thickness t (mm)SIG. FIGS. Dime2.26817.911.35Penny2.50019.051.52Quarter5.67024.261.75 CoinsCALCULATE - Beware of UNITS!CALCULATE - Beware of UNITS! SigFigsVolume , V=(π*(d^2)* t)/4 (cm^3)Mass Density ρ= m/V (grams/cm^3) Dime ?? Penny?? Quarter??

Given data: Volume , V = (π*(d^2)* t)/4 (cm^3) Mass Density ρ= m/V (grams/cm^3) Need to complete the…

Answered: Show work please USING DATA…

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

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I need these three parts answered, if you can not answer all three parts please leave it for another tutor, thank you.
1. On the drawing attached, before any geometric controls are applied, what is the coaxility tolerance that is implied between the diameters?
On the attached drawing 11A015, what is dimension A?
I need help answering these questions, please.
answer the first question then the second, as per bartley policy my 2 questions are FINE to be submitted.
2) Calculate the following: A) Estimate the modulus of resilience. It uses the expanded scale. B) Estimate the modulus of toughness. It uses the regular scale with each block being 0.04 in width. 8 σ (ksi) 80 70 60 50 40 30 20 10 0 0 0 Stress vs. Strain Uses Regular Scale Uses Expanded Scale 0.04 0.08 0.12 0.16 0.20 0.24 0.28 0.0005 0.001 0.0015 0.002 0.0025 0.003 0.0035 € (in./in.)
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please solve for qideal and most importantly provide the units along with it as thats where im strugling and provide the unit conversion to liters/min thank you will upvote if answer is complete neat and explained well just use the equation provided and plug in the variables. please show the cancelations
Tolerance Table All dimensions in inches 15.00 + 0.25 11.0 + 0.4 3.1 X.X +0.1 3.100 X.XX +0.05 Х.XXX +0.001 All units in cm All units in cm All units in inches Calculate the nominal, minimum, and maximum height (in cm) of the three-cube stack shown at right. The cubes are stacked atop each other with no gaps between them. Pay special attention to units, and note that 1 inch equals 2.54 cm. C Hints: ??? • For each cube, calculate the nominal, minimum, and maximum height using the nominal heights and tolerances provided in the three drawings. Ensure that the cubes' heights and tolerances are all in the same units before adding them in the next step. • Add the three nominal heights to find the nominal height of the stacked cubes. • Do the same for the three minimum heights and three maximum heights. • The tolerance table for cube C does not apply to the drawings for cubes A or B. Show all your work. 1. Nominal height = cm %3D 2. Minimum height = cm %3D 3. Maximum height cm
Question 9 Answer the following questions. Show your work on a separate paper. Round your responses to 3 significant figures. Include appropriate units. Provide magnitude and direction where appropriate. The 4.5 Mg truck shown below collides with the 1.75 Mg car. After the collision, they move forward together. Answer the following questions. 30 km/h 10 km/h 38) What is the combined velocity of the truck and the car just after impact? Show your work. Solution Units Direction 3b) What is the coefficient of restitution of the impact? Show your work or justify your response on a separate piece of paper. Solution Units
each to scientific notation. (1) 10.020 (ii) 0.00034 (iii) 2500. How many significant digits are present in the following numbers? Convert (iv) 042.02 (v) 0.1 x 10-3 (vi) 999 kg m³ (vii) population 152,000 grams (viii) 0.000001 grams A
Solve fast and accurate,it needs attention

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USING DATA FROM THE US MINT
	US MINT DATA	US MINT DATA	US MINT DATA
COIN	Measured MASS m (grams)	Measured Diameter d (mm)	Measured Thickness t (mm)
SIG. FIGS.
Dime	2.268	17.91	1.35
Penny	2.500	19.05	1.52
Quarter	5.670	24.26	1.75

Coins	CALCULATE - Beware of UNITS!	CALCULATE - Beware of UNITS!
SigFigs	Volume , V=(π(d^2) t)/4 (cm^3)	Mass Density ρ= m/V (grams/cm^3)
Dime	?	?
Penny	?	?
Quarter	?	?