Answer:
“Irene never bothered anyone. Once the morning housework was finished, she spent the rest of the day on the sofa in her bedroom, knitting. I couldn’t tell you why she knitted so much; I think women knit when they discover that it’s a fat excuse to do nothing at all. But Irene was not like that, she always knitted necessities, sweaters for winter, socks for me, handy morning robes and bed jackets for herself. Sometimes she would do a jacket, then unravel it the next moment because there was something that didn’t please her; it was pleasant to see a pile of tangled wool in her knitting basket fighting a losing battle for a few hours to retain its shape. Saturdays I went downtown to buy wool; Irene had faith in my good taste, was pleased with the colors and never a had to be returned. I took advantage of these trips to make the rounds of the bookstores, uselessly asking if they had anything new in French literature. Nothing worthwhile had arrived in Argentina since 1939. But it’s the house I want to talk about, the house and Irene, I’m not very important. I wonder what Irene would have done without her knitting. One can reread a book, but once a pullover is finished you can’t do it over again, it’s some kind of disgrace. One day I found that the drawer at the bottom of the chiffonier, replete with mothballs, was filled with shawls, white, green, lilac. Stacked amid a great smell of camphor —it was like a shop; I didn’t have the nerve to ask her what she planned to do with them. We didn’t have to earn our living, there was plenty coming in from the farms each month, even piling up. But Irene was only interested in the knitting and showed a wonderful dexterity, and for me the hours slipped away watching her, her hands like silver sea urchins, needles flashing, and one or two knitting baskets on the floor, the balls of yarn jumping about.It was lovely
Explanation:
Answer:
The answer is below
Explanation:
Given that we need to have two or more arithmetic means inserted between two arithmetic extremes, then we have
d= (an - ak) ÷ ( n - k)
For Example: What are the three arithmetic means of the arithmetic extremes 8 and 16, then a1= 12, and a5= 20?
First we use the formula:
d= (an - ak) ÷ (n - k)
= (20 - 12 ) ÷ (5 - 1)
=> (8) ÷ (4) = 2
Our common difference is 2.
Then we can simply:
a5 = 20
a4 = 20 - 2(1) = 18
a3 = 20 - 2(2) = 16
a2 = 20 - 2(3) = 14
a1 = 20 - 2(4) = 12
Now we have our arithmetic sequence 12, 14, 16, 18, 20
Therefore the three arithmetic means of the arithmetic extremes 12 and 20 ==> 14, 16 and 18.
The simple interest formula is
presented as I = PxRxT where I is the interest, P is the principal amount, R is
therate and T is the time in years.
I = PxRxT
($896.00) = ($800.00)xRx(48/12)
<span>R = 0.28 or 28%</span>
Answer:
I would assess the injury and call an ambulance. I would not allow him to move as to not injure it more and I wouldn't allow him to play.