5

Problem 1 Write a part program to drill the holes in the part in the following figure The part is 12 mm thick Cutting speed is 3000 rev/min and feed rate is 0.06 mm...

Question

Problem 1 Write a part program to drill the holes in the part in the following figure The part is 12 mm thick Cutting speed is 3000 rev/min and feed rate is 0.06 mm/rev. Use the lower-left corner of the part as the origin in the X-y axis system. Write the part program in the word address format using absolute positioning: The program style should be similar to Example 7A.1.10 dia . 6 holes125 10O60 40 2540- 10O 125 160 200 225

Problem 1 Write a part program to drill the holes in the part in the following figure The part is 12 mm thick Cutting speed is 3000 rev/min and feed rate is 0.06 mm/rev. Use the lower-left corner of the part as the origin in the X-y axis system. Write the part program in the word address format using absolute positioning: The program style should be similar to Example 7A.1. 10 dia . 6 holes 125 10O 60 40 25 40- 10O 125 160 200 225



Answers

Solve the given problems. On a computer drawing showing the specifications for a mounting bracket, holes are to be drilled at the points (32.5,25.5) and $(88.0,62.5),$ where all measurements are in $\mathrm{mm}$. Find the distance between the centers of the two holes.

Since this question, we've been given a diagram. And now from that diagram, if I check the first part to find the coordinates expand common by one. If you consider that small uh quarter part as a right angle triangle. So if you take that triangle separately, then we are known that The hypothalamus is known to as as 56 because that's the radius for that particular sector, then the angle is given us 30 degree in the diagram. And the first point that we're trying to find is explained come away one. So since the point is expand come away one basis uh on the basis of geometry, we can therefore right that this distance is going to be Y. One and this is the X. One, right. And in a similar way, the second diagram that I've taken here is um to find the coordinates X two, Y two. So that is again forming a right angle triangle. But the angle here changes to 60 degrees and the hypothesis remains the same 56 because it's the radius for the sector. So based on the same concept, high tier becomes Y two and the basis X two. So I'm going to apply the trigonometry formula here to calculate the value of these coordinates now to start with, since the angle is known to us. And uh I'm supposed to find extra as well as by one. So I could have used 1030 but both of them are unknown. So I would better go for sign as well as cause. And the first form letter I'm applying here is um say scientology can be written as the opposite, Which is why one over the high partners that is 56. So I can therefore say that I'm getting the value for Y1 has 56 into sign off 30°.. And if you calculate this using the calculator, then you get why when I was 28. All right. In a similar way, I would proceed with applying cost 30. So this is going to be equal to X one upon 56 because that's the hyper genius here. So again, I'm getting the value for X one from this as X one is 56 Into costs of 30, cost 30 years. Do three x 2. So we simplify and we get the answer for excess 28-3. All right. So therefore yeah, we get the coordinates of X one comma by one and that is equal to 28 route three comma 28. So this is the first answer. Now, in the similar way I'm going to apply the same logic to the right hand side also to find the value of X two, Y two. So, first time applying signs 60 because the angle changes here. So that is opposite, which is why to overhype opportunities that is 56. So I get the value of Y two as 56. Sign of 60 degree. The value for science sixties Route three by two. So if you simplify you will get the value of Y two has 28. Route three. Okay, now going further, I'm applying the formula for course of 60. So that's the adjustment X-2 over the high protein is 56. So I'm getting therefore extra is equal to 56. The cost of 60°.. If you simplify you will get extra value as 28. So I therefore got the point which is the second coordinate X two, Y two is equal to 28 comma 28 route tree. So this is the final answer for this problem.

I have to find the coordinates off. Explain and buy one. All these three angles are 30 degrees. All of these three angles are 30 degrees. And these lens these lengths off these points, these are also 56 from the figure. I can see that these links are also 56. Okay, now how can we find this? Let me do one thing in order to solve for X one environment. Let me draw this imaginary line Here, let me draw this daughter line now in this strangle in the first Rangel, let this be the origin. Let this be the point. A and let this be explain. Come alive in the triangle from a reason toe a two x one comma y one. I can see that I have 60 degrees in the high powered news is 56. Hi. Putting news is 56. So in this case I can see that my wife coordinate or why one is going to be Science 60 multiplied by 56. Sign 16 Now what is the value? Off sign? 60. I think it is Route three by two. So this is route three by two multiplied by 56 so coordinate y one will be 28 Route three Now what is going to be X one? It is going to be cost 60 multiplied by 56. What is cost 60. This is run by two. So x one is going to be won by two multiplied by 15 six or this is going to be 28. So my X one comma Why one is equal toe 28 calmer 28 Route three. This is my first answer. Similarly, in the second one, I will again draw this imaginary line and let this be Point P. I know the high putting news for this is also 56. This will also be a right angle triangle. So in this case, X two will be sorry. Vital will be signed 30 into 56. What is signed 30 Scientist is one by two X right to is equal to one by two in 2 56. So this is going to be 28 x two is going to be cost 30 into 56. What is custody route three by two. Route three y two inches, 2 56 hour. This is going to be 28 Route three. So my second point, this is X two x two comma right to is equal to 28. Group three, comma 28. These are my answers.

Okay, We're interested in finding the coordinates of this whole here Or, in other words, the coordinates of the point and then the coordinates of that point as well. So this is a part of a circle with radius 56. Let's imagine instead that it was a part of the unit circle with radius one. If those points were on the unit circle, we know that the X coordinate would be the coastline of the angle, and the Y coordinate would be the sine of the angle. So this point right here would have coordinates co sign 30 degrees, signed 30 degrees, and then this point up here would have coordinates co signed 60 degrees, signed 60 degrees. So what happens if this length is 56 instead of one is we're just going to multiply those values by 56. So the lower hole in the tool has coordinates. 56 co signed 30 degrees, 56 signed 30 degrees. Now we know that the co sign of 30 degrees is square root, 3/2. So this is 56 times square root 3/2, and then we know the sign of 30 degrees is 1/2. So this is 56 times 1/2. So when we simplify, we have 28 square root three common, 28 for that lower point. For the upper one, we would have 56 times the coastline of 60 degrees on 56 times a sign of 60 degrees. And we know the coastline of 60 degrees is 1/2. So 56 times 1/2 is 28 and we have the sign of 60 degrees is square root, 3/2. So 56 times square, 3/2 is 28 square root three, yeah.

So the Popular rotates 1000 times per minute. Okay, So in two seconds It rotates 1000 over 30 or 100 over three times. Okay, So let's find the number of degrees. So 100 over three times 360° goes to was 12,000 degree. Okay, so the the point of edge of the propeller. Mm. Okay, The point on the edge of the popular will rotate 12,000 degree in two seconds.


Similar Solved Questions

5 answers
Suppose that we toss a coin four times. We will make the following two assumptions:1. The coin is biased so that it lands on heads with probability % and on tails with probability %.2. The tosses are independent of one another:Your objective is to calculate the probability that the coin lands on heads at least two times.
Suppose that we toss a coin four times. We will make the following two assumptions: 1. The coin is biased so that it lands on heads with probability % and on tails with probability %. 2. The tosses are independent of one another: Your objective is to calculate the probability that the coin lands on ...
5 answers
2 L 3 thc Consider {diffencnce ?41 in circuit" Figure 5.00 0 D' betwcen thc 20.0 shown P28.9 26.0 V points 19 reigur und 20.0 n "6 Ru1" 2 Fine
2 L 3 thc Consider {diffencnce ?41 in circuit" Figure 5.00 0 D' betwcen thc 20.0 shown P28.9 26.0 V points 19 reigur und 20.0 n "6 Ru1" 2 Fine...
5 answers
10. limt_1 IL Use €-0 definition ol limit t0 establish that =211_ Prove that limg-+0does not exists_
10. limt_1 IL Use €-0 definition ol limit t0 establish that =2 11_ Prove that limg-+0 does not exists_...
5 answers
Fuuril Olmcetaae Find the Teal and Inuaglunr} puI L 4 the Gvc cmpler Tunctlon [{21 16) 3/ + 27 _ LTh Washuw Mut MzI WINlLZ [lt CuuahKEMM 4nu[uD Shur Ittl Mty ruiinic ut' Gnr' ( - [uit'_Ged lncllons
Fuuril Olmcetaae Find the Teal and Inuaglunr} puI L 4 the Gvc cmpler Tunctlon [{21 16) 3/ + 27 _ LTh Washuw Mut MzI WINlLZ [lt CuuahKEMM 4nu[uD Shur Ittl Mty ruiinic ut' Gnr' ( - [uit'_ Ged lncllons...
5 answers
IzBaslangic: cizgisilIBHMKI Rg]IukgThere is A and B block have 100 kg and 10 kg, Determine the distance from the point where B is left stationary to the point where the speed is 2m / 5
Iz Baslangic: cizgisil IB HMKI Rg] Iukg There is A and B block have 100 kg and 10 kg, Determine the distance from the point where B is left stationary to the point where the speed is 2m / 5...
5 answers
Hs SWhacei centered the dle sibic of 'micoepes showtab below_ Vcwith' 1 the X-ray Tengiffoctioz 1 data points) validates that3alom
hs SWhacei centered the dle sibic of 'micoepes showtab below_ Vcwith' 1 the X-ray Tengiffoctioz 1 data points) validates that 3 alom...
5 answers
Find the dot product v - W and the angle between v and w v = - 2i+j+4k,W=i+4j+4kV * W = (Simplily your answer Type an exacl value, using radicals as needled )
Find the dot product v - W and the angle between v and w v = - 2i+j+4k,W=i+4j+4k V * W = (Simplily your answer Type an exacl value, using radicals as needled )...
5 answers
Decorblei V 1 H Janoamly 5ulclod Iron 1 E PuB UCEiILIA W0,058 820 01R 8
Decorblei V 1 H Janoamly 5ulclod Iron 1 E PuB UCEiILIA W 0,058 820 0 1 R 8...
1 answers
A student mixes $50.0 \mathrm{mL}$ of $1.00 \mathrm{M} \mathrm{Ba}(\mathrm{OH})_{2}$ with $86.4 \mathrm{mL}$ of $0.494 \mathrm{M} \mathrm{H}_{2} \mathrm{SO}_{4} .$ Calculate the mass of $\mathrm{BaSO}_{4}$ formed and the $\mathrm{pH}$ of the mixed solution.
A student mixes $50.0 \mathrm{mL}$ of $1.00 \mathrm{M} \mathrm{Ba}(\mathrm{OH})_{2}$ with $86.4 \mathrm{mL}$ of $0.494 \mathrm{M} \mathrm{H}_{2} \mathrm{SO}_{4} .$ Calculate the mass of $\mathrm{BaSO}_{4}$ formed and the $\mathrm{pH}$ of the mixed solution....
5 answers
Determine whether each statement is true or false.Every odd function is a one-to-one function.
Determine whether each statement is true or false. Every odd function is a one-to-one function....
4 answers
Identify any intercepts and test for symmetry. Then sketch the graph of the equation.$$y=|x-6|$$
Identify any intercepts and test for symmetry. Then sketch the graph of the equation. $$y=|x-6|$$...
4 answers
An induced emf appears in any coil in which the current is constant.True False
An induced emf appears in any coil in which the current is constant. True False...
5 answers
Let (a,b) (-1,1) and w(c) V1 - r2. The family of orthogonal polynomials associ- ated with the corresponding inner-product are the second-kind Chebyshev polynomials. Use the following table of inner-products and norms to determine the least-squares polynomial approximation p € P3 of f, as well as |f - pll?_Uo U1 Uz U3 (f, v) "/16 0 37 /32 7w/256 Ivll? T/2 T/2 T/2 T/2 7r/256
Let (a,b) (-1,1) and w(c) V1 - r2. The family of orthogonal polynomials associ- ated with the corresponding inner-product are the second-kind Chebyshev polynomials. Use the following table of inner-products and norms to determine the least-squares polynomial approximation p € P3 of f, as well ...
5 answers
The sample space of a deck of cards is shown below:AcesFace CardsClubsHeartsSpadesDiamonds
The sample space of a deck of cards is shown below: Aces Face Cards Clubs Hearts Spades Diamonds...
5 answers
1.50 m long cylindrical coppor rod (Thermal conductivity 390 J/s m.C) has radius 10.0 cm. One end of the rod js at 15 degroes Celsius while the othor is at 100 dogroes Colsius The heal conducied aiong the rod In 30 $ is0,7kJ10.5 kJ0.21 KJd.52kJ
1.50 m long cylindrical coppor rod (Thermal conductivity 390 J/s m.C) has radius 10.0 cm. One end of the rod js at 15 degroes Celsius while the othor is at 100 dogroes Colsius The heal conducied aiong the rod In 30 $ is 0,7kJ 10.5 kJ 0.21 KJ d.52kJ...

-- 0.031315--