Which lines in the poem show how deeply the speaker feels the loss of annabel lee? annabel lee by edgar allan poe and this was the reason that, long ago, in this kingdom by the sea, a wind blew out of a cloud, chilling my beautiful annabel lee; so that her highborn kinsmen came and bore her away from me, to shut her up in a sepulchre in this kingdom by the sea. the angels, not half so happy in heaven, went envying her and me— yes! —that was the reason (as all men know, in this kingdom by the sea) that the wind came out of the cloud by night, chilling and killing my annabel lee. but our love it was stronger by far than the love of those who were older than we— of many far wiser than we— and neither the angels in heaven above nor the demons down under the sea can ever dissever my soul from the soul of the beautiful annabel lee; for the moon never beams, without bringing me dreams of the beautiful annabel lee; and the stars never rise, but i feel the bright eyes of the beautiful annabel lee; and so, all the night-tide, i lie down by the side of my darling—my darling—my life and my bride, in her sepulchre there by the sea— in her tomb by the sounding sea.

“And neither the angels in Heaven above nor the demons down under the sea can ever dissever my soul from the soul of the beautiful Annabel Lee”.

Explanation:

Sentimentality is the basis for the development of this poem, in which emotion lies in the midst of the relationship of the romantic artist and the world.

Annabel Lee (1849) "by the author, poet, editor and literary critic Edgar Allan Poe, deals with emotion with an idealization of the beloved woman, describes with exaggeration his feelings, showing nostalgia and sadness. In this case, the line shown above shows how deeply the author misses his Annabel.

this is the answer , p = 1 + (1/10)x

step-by-step explanation:

we have,

at sea level pressure is 1 atmosphere (i.e at x =0, p0=1 atmosphere)

at depth 23 meters , pressure = 3.3 atmosphere

since the pressure increases at constant rate as the depth increases, so we can write a relation as:

p =p0 +   kx   , where p is the pressure  , p0 is the initial pressure, x is the depth and k is constant rate of increasing.

to find constant rate k, plug p = 3.3 , p0 = 1 and x= 23 meters

we get,

  3.3 = 1 + k * 23

k = 2.3 / 23   = 1/10

so we can write the function formula as:   p = 1 + (1/10)x