Questions: Check on the left (orange) circle and drag until the probability P(A) = 0.07. Make sure the orders on the right (blue) circle is probably a P(B) = 0.07. Make sure the answer is not over 0.07. a. 0.588 b. 0.254 c. 0.025 d. 0.55

Check on the left (orange) circle and drag until the probability P(A) = 0.07. Make sure the orders on the right (blue) circle is probably a P(B) = 0.07. Make sure the answer is not over 0.07. a. 0.588 b. 0.254 c. 0.025 d. 0.55
Transcript text: Check on the left (orange) circle and drag until the probability P(A) = 0.07. Make sure the orders on the right (blue) circle is probably a P(B) = 0.07. Make sure the answer is not over 0.07. a. 0.588 b. 0.254 c. 0.025 d. 0.55
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Solution

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Solution Steps

To solve this problem, we need to determine which of the given options (a, b, c, d) is less than or equal to 0.07. This involves checking each option to see if it satisfies the condition of being less than or equal to 0.07.

Step 1: Identify Valid Options

We are given a set of options: \(0.588\), \(0.254\), \(0.025\), and \(0.55\). We need to determine which of these options is less than or equal to \(0.07\).

Step 2: Evaluate Each Option

We evaluate each option:

  • \(0.588 > 0.07\) (not valid)
  • \(0.254 > 0.07\) (not valid)
  • \(0.025 \leq 0.07\) (valid)
  • \(0.55 > 0.07\) (not valid)
Step 3: Conclusion

The only option that satisfies the condition \(P(A) \leq 0.07\) is \(0.025\).

Final Answer

The answer is \( \boxed{0.025} \).

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