Recall, the digits 2, 3, 5, and 7 are prime. Let S be the set of all 6-digit codes from 000000 to 999999. What is the probability the number has at least 4 prime digits? What is the probability the number has at least 2 prime digits? What is the probability the number has two each of the digits 1, 5, and 9? a. b. C.

Q: Solve for the variable, expressing any non- integer as a mixed number

A: Solving for 'a'

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A: Use ln in both sides we get.

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A: lne=1lnxn=nlnx

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A:

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A:

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A: we have to solve the given equation3w-2=4 for w

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A:

Q: Solve: 8 = 3+ (m – 9)* O (4} O (34} O {-34} O (34, -10}

A: Given 8=3+(m-9)1/28-3=(m-9)1252=m-9

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A: Four more than y is written as y+4 This equals negative 8 So the equation is y+4=-8

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A: Given that: x4=27x

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A: Please see the below pictures for detailed solution.

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A: Here we have, -8x+8-1=47

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A: Given :An equation x+5=x+6and given x=1,x=2

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A: