what is mino's shell
1. what is mino's shell
Latin, from Greek Minōs
First Known Use: 14th centur
2. Illustrate Minos's shell
It has a spiral shape.
3. what is Minos's shell
Answer:
MINUS SHELL - Greek mythology is imbued with godly characters who rule over humans, the land of the death, and more
Explanation:
That will be all,
Thank you
4. what s the conflict of makato and the cowrie shell
Explanation:
sample of Repeated addition
multiplication sentence
5. what is minos shell in daedalus and icarus story
What is minos shell in daedalus and icarus story
Daedalus managed to reach Camicus or Cumae on his own in Sicily, the Kingdom of Cocalus, after the death of his son Icarus. But the Crete king Minos never stopped persecuting him.He realized that the smart Daedalus would find a way to cover his footprints, so he had to think of a way out of his hiding- to flush him. Minos sent word to all the kings of the known world that it would be richly rewarded whichever of their subjects could solve a puzzle. Minos assumed that the toughest puzzle can only be solved by Daedalus: to loop a thread through a shell of conch. Of course, King Cocalus, who gave Daedalus shelter in his palace, realized the legendary craftsman's abilities and asked him to solve the puzzle. He hoped that if it was solved by Daedalus, his kingdom would gain prestige, and maybe even favor with Minos.
Daedalus cut a hole in the tip of the conch shell, smeared it with honey, and tied the thread Around an ant which, attracted by the honey, wound its way through the empty spirals of the shell, taking with it the thread. Cocalus joyfully declared to Minos that the mystery had been solved, Never suspecting that Daedalus, the most sought after fugitive in Minoan Crete, was thus deceived.
Minos realized instinctively that Daedalus was in Sicily, and sailed in person to get him back from Cocalus. Cocalus didn't want to challenge the powerful King of Crete but he didn't want to risk the services of Daedalus either. Thus, although he agreed to hand the craftsman over to Minos, he chose to destroy the latter. The great King of Crete met in a boiling bath with an inglorious finish. The assassination was designed to look like an accident, making sure the crafty Cocalus would go unpunished.
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6. why minos shell connected in the story of daedalus and icarus
because minos hired daedalus
and daedalus help king minos daughter to escaped with theseus
7. what is minos shell?
Answer:
Minos in Greek mythology was the son of Zeus and Europa and was considered as the first king of Crete. The Minos shell then was a spiral seashell and if someone can thread it, he would then offer a reward which is impossible to do. Minos then became a judge in the underworld for the dead when he died
Explanation:
8. saan ginagamit ni minos ang shell
ginagamit nya ito upang malaman kung nasaan nga ba si Daedalus. dahil si daedalus lamang ang may alam kung pano masagot ang puzzle(shell)
9. Describe what is Minos shell?
Minos in Greek mythology was the son of Zeus and Europa and was considered as the first king of Crete.
The Minos shell then was a spiral seashell and if someone can thread it, he would then offer a reward which is impossible to do.
Minos then became a judge in the underworld for the dead when he died.
For more information,kindly click on these links:
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10. What is the definition of Minos Shell
a son of zeus and europa ang king of crete who for is just rule is made supreme judge in the underworld after his death
11. how daedalus thread the minos shell
After the loss of his son Icarus, Daedalus managed to reach Camicus or Cumae in Sicily, the kingdom of Cocalus, on his own. But King Minos of Crete did not stop hunting him. He knew that the wise Daedalus would find a way to cover his tracks, so he had to think up a way to flush him out of his hiding-place.
Minos sent word to all the kings of the known world, that whoever of their subjects was able to solve a puzzle would be richly rewarded. Minos believed that only Daedalus could solve the difficult puzzle: to string a thread through a conch shell
12. how many orbitals are found in an s sub shell?
There was only 1 orbital that can be found in s sub shell
This number divides the sub shell into individual orbitals which hold the electrons; there are 2l+1 orbitals in each sub shell. Thus the s sub shell has only one orbital, the p sub shell has three orbitals, and so on.
13. describe minos's shell in the story of daedalus and icarus
Its a shell that is having many holes..
14. 11. A 65-kg mortar shell has an impulse of 2.5 x 103 N s. Find the force of the mortar on the shell if it takes 0.2 s to leave the barrel of the mortar.
Answer:
The impulse-momentum theorem states that the impulse on an object is equal to the change in momentum of the object. In this case, the impulse of the mortar shell is given as 2.5 x 10^3 N s, and the initial momentum of the shell is zero (since it was at rest before being fired).
Therefore, the final momentum of the shell is:
p = mv
where m is the mass of the shell and v is its final velocity. We can solve for v by using the formula for average acceleration:
a = (v - u) / t
where u is the initial velocity (which is zero in this case), and t is the time taken for the shell to leave the barrel (0.2 s).
Rearranging the equation, we get:
v = at
Substituting the given values, we get:
v = (2.5 x 10^3 N s) / (65 kg x 0.2 s) = 192.3 m/s
So the final momentum of the shell is:
p = (65 kg) x (192.3 m/s) = 12,500 kg m/s
The change in momentum of the shell is therefore:
Δp = p - 0 = 12,500 kg m/s
Since the time taken for the shell to leave the barrel is very short, we can assume that the force acting on the shell is constant during this time. Therefore, we can use the formula:
F = Δp / t
Substituting the values we have calculated, we get:
F = (12,500 kg m/s) / (0.2 s) = 62,500 N
So the force of the mortar on the shell is 62,500 N.
I hope this explanation has been helpful to you, and I would be honored to receive the "Brainliest" designation on Brainly.
15. Imagine in your mind as you encounter the following: 1. Labyrinth 2. Icarian sea 3. Minos's shell 4.minotaur 5.icanus wing
Answer:
minotaur or icanus wing
16. Describe what is Minos shell?
Minos shell is the shell that comparable of the labyrinth.
17. Describe what is Minos shell?
minos offered a reward to whoever could thread a spiral saeshell ,a seemingly impossible task.
18. 'How long will it take a shell fired from a cliff at an initial velocity of 800m/s at an angle 30 deg below the horizontal to reach the ground 150m Read more: On level ground a shell is fired with an initial velocity of 80 m/s at 60 degrees above the horizontal and feels no appreciable air resistance? - Find the horizontal and vertical components of the shell`s velocity.
ito yung para sa second question mo
Horizontal component = (cos 30 degrees) x 80 = 69.28 m/s
Vertical component = (sin 30 degrees) x 80 = 40 m/s
ito yung sa una.. sorry akala ko kasi nagkamali k type
two pla questions mo
H=H0+ V0(t)+ 1/2 G (t^2)
H0= 150m
V0= -800 sin 30 degrees = -400m/s
G= 9.8 m/s^2
t= time
substitute
H=150-400t- 4.9t^2
use quadratic eqtn
t= -400 +/- squareroot of (400^2+ 4*4.9*150)/-9.8
t= -400+/- squareroot of (160000+2940)/-9.8
t= 82.01 sec
t= 0.3733 sec
answer it will take 0.3733 sec for the shell to reach the ground
19. meaning of mino's shell
it is a spiral seashell in which, according to King Minos, he would offer a reward to whoever could thread it.
20. what is the definition of minos's shell?
Definition of Minos. a son of Zeus and Europa and king of Crete who for his just rule is made supreme judge in the underworld after his death.
21. What is the role of mino's shell in the story of daedalus and icarus
kasi pag may nakagawa na yung isang parang sinulid na mapunta sa kabilang dulo ng shell automatically si daedalus yun
22. example.Shell-/š/or /s/fricative.afericates1.Juicy2.Chain
Answer:
juicies at chains
Explanation:
thanks PO
23. What theis the meaning of King Minos shell?
It is a spiral seashell in which, according to King Minos, he would offer a reward to whoever could thread it.
24. Daedalus Minos Activity 4. Compare and Contrast Minos and Daedalus using a Venn Diagram
Answer:
that's is the answer
Explanation:
thanks me later
Brainliest po plss
25. Task 1e Image in my Mind Your teacher will group you into five.IIIlustrate the images in your mind as you encountered the following in the story. group1: The Labyrinth Group2: Icarian Sea Group3: Minos's shell Group4: Minotaur Group5: Icarus's Wings
Answer:
hindi ko po gets sorry, ayusin mo
26. Meaning of minos shell
Definition of Minos. : a son of Zeus and Europa and king of Crete who for his just rule is made supreme judge in the underworld after his death.
27. Who thread the Minos shell
Deadalus was the only one who thread the seashell/ minos shellDaedalus was the one who able to thread the Minos shell using only the ant.
28. A shell leaves a mortar with a muzzle velocity of 500 ft/s directed upward at 60 degrees with the horizontal. Determine the position of the shell and its resultant velocity 20 s after firing. how high will it rise?
Answer:
a. The position of the shell is 5470.79 ft.
b. The resultant velocity is 327.13 ft/s
c. The maximum height is 2911.49 ft.
Explanation:
In this case, the problem is about Projectile. It is any body with an initial velocity that follows a path or trajectory which is affected by gravitational acceleration and air resistance.
A. Formula to be used:
1. To find the position of the shell, we will use the formula
[tex]r=\sqrt{x^2+y^2}[/tex]
where
[tex]r[/tex] is a vector for the projectile position, it is the resultant
distance of the projectile or position (magnitude), unit is
in meters (m) or feet (ft.)
[tex]x[/tex] is the horizontal position of the projectile from the
starting point to the landing position, unit is in meters
(m) or feet (ft.)
[tex]y[/tex] is the vertical position of the projectile, unit is also in
meters (m) or feet (ft.)
2. To find resultant velocity of the shell, we will use the formula
[tex]v=\sqrt{v_{x}^2+v_{y}^2 }[/tex]
where
[tex]v[/tex] is the resultant velocity, unit is in m/s or ft/s
[tex]v_{x}[/tex] is the horizontal velocity affecting the projectile's speed,
unit is also in m/s or ft/s
[tex]v_{y}[/tex] is the vertical velocity also affecting the projectile's
speed of the object, unit is also in m/s or ft/s
3. To find how high will the shell will rise (the maximum height of the shell), we will use the formula
[tex]y_{max} =\frac{V_{0}^2Sin^2\theta }{2g}[/tex]
where
[tex]y_{max}[/tex] is the maximum height the shell will rise, unit is in
meter or feet
[tex]V_{0}[/tex] is the initial velocity, unit is in m/s or ft/s
θ is the angle created with the positive x-axis, unit is in
degrees
[tex]g[/tex] is the acceleration due to gravity, we will use 32.2 ft/[tex]s^2[/tex]
here
B. For the given information
[tex]V_{0}[/tex] = 500 ft/s
θ = 60°
t = 20 s
C. Solving the problem
1. First, we will solve the position of the shell. To solve this, we need to add another formula for [tex]x[/tex] and [tex]y[/tex]:
a. [tex]x=V_{0} cos\theta(t)[/tex]
[tex]y=(V_{0} Sin\theta)t-\frac{1}{2} gt^2[/tex]
b. Let's solve first [tex]x[/tex] and [tex]y[/tex]:
[tex]x=V_{0} cos\theta(t)[/tex]
[tex]x=(500 cos60)(20s)[/tex]
x = 5000 ft.
[tex]y=(V_{0} Sin\theta)t-\frac{1}{2} gt^2[/tex]
[tex]y=(500ft/s)( Sin60)(20s)-\frac{1}{2} (32.2ft/s^2)(20)^2[/tex]
y = 2220.25 ft.
c. Now, we are ready to solve for the resultant position, [tex]r[/tex]
[tex]r=\sqrt{x^2+y^2}[/tex]
[tex]r=\sqrt{5000^2+2220.25^2}[/tex]
r = 5470.79 ft.
2. For the second question, we will solve for the resultant velocity, [tex]v[/tex]. But before we solve this, another formula should be added: [tex]v_{x}[/tex] and [tex]v_{y}[/tex]
a. [tex]v_{x} =V_{0} cos\theta[/tex]
[tex]v_{y} =V_{0} sin\theta-gt[/tex]
b. Let us solve first for [tex]v_{x}[/tex] and [tex]v_{y}[/tex]
[tex]v_{x} =V_{0} cos\theta[/tex] [tex]v_{y} =V_{0} sin\theta-gt[/tex]
[tex]v_{x} =(500ft/s) cos60[/tex] [tex]v_{y} =(500ft/s) (sin60)-(32.2ft/s^2)(20s)[/tex]
[tex]v_{x}[/tex] = 250 ft/s [tex]v_{y}[/tex] = - 210.987 ft/s
c. Now, we are ready to solve for the resultant velocity. Use the equation for resultant velocity and substitute the values of [tex]v_{x}[/tex] and [tex]v_{y}[/tex]
[tex]v=\sqrt{v_{x}^2+v_{y}^2 }[/tex]
[tex]v=\sqrt{(250ft/s)^2+(-210.987ft/s)^2}[/tex]
v = 327.13 ft/s
3. For the last question, we are to solve for the maximum height the shell will rise.
Using the formula for maximum height, [tex]y_{max}[/tex] then substitute the given information
[tex]y_{max} =\frac{V_{0}^2Sin^2\theta }{2g}[/tex]
[tex]y_{max} =\frac{(500ft/s)^2(Sin60)^2 }{2(32.2ft/s^2)}[/tex]
[tex]y_{max}[/tex] = 2911.49 ft.
Therefore, the position of the shell is 5470.79 ft., the resultant velocity is 327.13 ft/s and the maximum height is 2911.49 ft.
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29. meaning of mino's shell
Minos in Greek mythology was the son of Zeus and Europa and was considered as the first king of Crete. The Minos shell then was a spiral seashell and if someone can thread it, he would then offer a reward which is impossible to do. Minos then became a judge in the underworld for the dead when he died.
30. explain minos's shell
a son of Zeus and Europa and king of Crete who for his just rule is made supreme judge in the underworld after his death.
