To simplify the expression (3 \times 6(w + 4) \times w), first multiply (3) and (6) to get (18). Then, distribute (w) inside the parentheses: (18(w + 4)w = 18(w^2 + 4w)). Thus, the simplified expression is (18w^2 + 72w).
For the first rectangle, (L x W) = (5 x W) = 15, so W = 3 cm.The second rectangle is included in the question just to confuse you.
first law of thermodynamics apex
To share 54 in the ratio of W, you first need to determine the total parts of the ratio. If W represents a specific number, you would calculate the total parts by adding W to any other parts in the ratio. Then, divide 54 by the total parts to find the value of each part and multiply that by W to find the share corresponding to W. For example, if the ratio is W:1, the total parts would be W + 1, and each part would be 54 divided by that total.
She can use any letter (or symbol) that she wants to. Since w is the first letter of width, it seems like a good choice.
"The Monkey's Paw" was written by W. W. Jacobs, a British author known for his short stories. It was first published in 1902 and has become a popular horror tale that explores themes of fate, greed, and the consequences of making impulsive wishes.
W. W. Jacobs was born on 1863-09-08.
WW Wins Four First Prizes in National Journalism Contest.
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Jacob doesn't die, but he is seriously injured in Eclipse
Robert W. Jacobs has written: 'Real time strategic change' -- subject(s): Management, Organizational change, Employee participation
S. W. L. Jacobs has written: 'Plants of New South Wales' -- subject(s): Phanerogams, Phytogeography, Plants
W. A. Jacobs has written: 'ADR en consument' -- subject(s): Dispute resolution (Law), Law and legislation, Consumer protection, Consumer complaints
James W. Van Stone has written: 'The first Peary collection of Polar Eskimo material culture'
1. William Wymark Jacobs is his full name.2. Was born on September 8, 1863. Was born in Wapping, London, England.3. William Gage Jacobs and Sophis are his parents.4. Commonly remembered by The Monkey's Paw.5. Died in 1943.
W. H. Jacobs has written: 'Survey and correlation report on continuously reinforced pavements without joints' -- subject(s): Concrete Pavements, Pavements, Concrete, Reinforced concrete
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