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3 years ago

11

What factors limited the possibilities for success?

Advanced Placement (AP)

1 answer:

seraphim [82]3 years ago

7 0

Stress, depression, being lazy. There can be many factors. Hope this helps!!

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You must __________ all emergency vehicles using a siren or flashing lights. A. honk to make your position known to B. follow C.

Tema [17]

The answer is C. You must always yield right-of-way to emergency vehicles using a siren and flashing lights.

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3 years ago

The layout of one’s home can be represented with a cognitive map. True or False

Charra [1.4K]

True.

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2 years ago

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Why are the periodization labels Ancient, Medieval and Modern problematic?

sesenic [268]

Because time is relative.
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2 years ago

What’s the Krabby Patty secret formula?

Minchanka [31]

Answer:

The Krabby Patty secret formula is the recipe for the highly popular Krabby Patty burger sold by the famous Bikini Bottom restaurant, the Krusty Krab. There are many variations of the Krabby Patty, but all have one secret ingredient, which is yet to be identified or revealed.

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3 years ago

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Suppose you have 61.8 grams of elemental chromium. How many grams would be the isotope chromium - 50?

lilavasa [31]

Answer:

The mass of the isotope Chromium-50 would be 2.685 grams in 61.8 grams of elemental Chromium.

Explanation:

Natural chromium ( $Cr$ ) is composed of four stable isotopes: $^{50} Cr$ (4.345 % abundance), $^{52}Cr$ (83.789 % abundance), $^{53}Cr$ (9.501 % abundance) and $^{54}Cr$ (2.365 % abundance). We can obtained the total mass of the isotope Chromium-50 ( $m_{^{50}Cr}$ ), measured in grams, by multiplying the mass of elemental chromium ( $m_{Cr}$ ), measured in grams by percentage ratio ( $r$ ), dimensionless. That is:

$m_{^{50}Cr} = \frac{r}{100}\cdot m_{Cr}$

If we know that $r = 4.345$ and $m_{Cr} = 61.8\,g$ , then the mass of isotope Chromium-50 would be:

$m_{^{50}Cr} = \frac{4.345}{100}\cdot (61.8\,g)$

$m_{^{50}Cr} = 2.685\,g$

The mass of the isotope Chromium-50 would be 2.685 grams in 61.8 grams of elemental Chromium.

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3 years ago