No it is
A short, rough man grabbed at my bundle...
Answer:
d) Mercedes is the only one at home, and she is too busy with her embroidery in Madam Hailer's room to come near you
Explanation:
a) “You are going to build a large house, Mr. Darrell?” said Victoriano, turning his horse so as to ride beside Clarence; “judging by the amount of lumber being hauled.”
b) “I understand, and I think my father will be willing to sell the land. He is at home now. Let us go up to see him.”
c) They have too much sense not to know that you would not be working in white kid gloves.
d) Mercedes is the only one at home, and she is too busy with her embroidery in Madam Hailer's room to come near you
Since Mercedes is depicted as being at home alone before having a love encounter, it is clear that the author has resorted to narration to communicate this information.
The question is incomplete and the complete form of the question is as expressed below.
A worker can clean a pool in four hours less time than it takes another worker. If men work together, the job takes 8/3 hours. How long would it take the slower man working alone?
<h3>What is the hour(s) that will take the slower man?</h3>
Taking x to be the hour(s) for the slower man and (x-4) be the number of hours for the faster man working separately. Thus,
1/x+1/(x-4)=1/8/3
1/x+1/(x-4)=3/8
[(x-4)+x]=(x)(x-4)(3/8)
2x-4=(x^2–4x)(3/8)
16x-32=3x^2–12x
3x^2–28x+32=0
<h3>Factorisation</h3>
Factorise to solve the value of x:
There are 2 values of x for the factors: (3x-4)(x-8) =0
- 3x - 4 =0; 3x= 4; x = 4/3 or 1 1/3 hours (invalid due to the fact that it fits not for the slower man who will work alone for 4 hours slower than the faster man as it is only 4/3 hours which is lesser than 4 hours.
- x - 8 = 0; x = 8 hours (answer to be adopted because it is fit for the slower man to do the job separately for 4 hours lesser than the faster man.
Verify:
1/8 + 1/(8–4) = 1/8/3 =3/8
1/8 + 1/4 = 3/8
(1+2)/8 = 3/8
3/8 = 3/8
Therefore, the correct answer is x = 8 hours for the slower man to work alone.
learn more about factorisation: brainly.com/question/25829061
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