102831505159-202740435455-122731385966 all these digits were turned into 158325064 how was it done if the odds are 1:292,201,338 to one?

Name: Solved: 102831505159-202740435455-122731385966 all these digits were turned into 158325064 how was it done if the odds are 1:292,201,338 to one? - MathMaster
Brand: MathMaster
Rating: 4.9 (180 reviews)

180

likes

898 views

Answer to a math question 102831505159-202740435455-122731385966 all these digits were turned into 158325064 how was it done if the odds are 1:292,201,338 to one?

$Expert avatar$

Santino

4.5

102 Answers

To understand how the given digits were turned into 158325064, we need to analyze each step of the process:

Step 1: Original Digits
The original digits were 102831505159, 202740435455, and 122731385966.

Step 2: Summation
The given digits were summed together:
102831505159 + 202740435455 + 122731385966 = 428303326580

Step 3: Conversion
The summation result of 428303326580 was changed into 158325064.

Now, let's calculate the odds of transforming a number from the range 0 to 428303326580 into 158325064. The odds can be calculated using the formula:

\text{{Odds}} = \frac{1}{\text{{Possibilities}}}

where "Possibilities" represents the total number of potential outcomes. In this case, the range is from 0 to 428303326580, so the number of possibilities is 428303326580.

Therefore, the odds are:

\text{{Odds}} = \frac{1}{428303326580} \approx 2.33 \times 10^{-12}

The odds of transforming a number into 158325064 are approximately 1 in 2.33 trillion.

Frequently asked questions (FAQs)

Question: Find the area of a triangle with base b = 10 units and height h = 8 units.

Question: Find the slope of a line passing through the points (2, 5) and (-3, -1).

What is the vertex of the parabola function 𝑦 = 2𝑥^2 + 5𝑥 + 3?

New questions in Mathematics

CASE 6-1: PREPARE A PRODUCTION PLAN: WHAT PROBLEMS ARRIVE? Midwest Plastics Company has conducted profit planning for several years. The president stated (with justification) that inventory control and planning had not been satisfactory, which was mainly due to poor planning of production and inventory budgets. Please analyze and provide recommendations, in detail, on the issue regarding the 20B profit plan, which is now being prepared. Their analysis and recommendations will be presented to the executive committee. Despite the seasonality factor, the sales department has been successful in developing a sales plan, on a monthly basis, for each year. The following sales data is available for 20B. 1. Sales plan summary for 20B: 2. Finished goods inventory, as of January 1, 20B, is 96,000 units. 3. Work-in-process inventory will remain constant. 4. Actual annual sales in 20A, including the estimate for December, were 350,000 units. 5. The average finished goods inventory during 20A was 70,000 units. IT IS REQUESTED. 1. Prepare the annual production budget, assuming that management policy is to budget ending finished goods inventory at a standard quantity, based on the ratio of historical sales of 20A to inventory turnover. 2. Prepare a schedule showing sales, production, and inventory levels for each month, assuming: 1) stable inventory, 2) stable production, and 3) recommended inventory-production levels. In developing your recommendations, assume that the following policies have been established: a) The president has set the policy that a maximum inventory of 85,000 units and a minimum inventory of 75,000 units should be used, except in abnormal circumstances. b) A stable level of production is definitely preferred, except that during the holiday season in July and August, production may be reduced by 25 percent. Likewise, a variation in production of 7.5 percent above and below the average level is acceptable. 3. What are the main problems faced by the company in production planning? Make your general recommendations.

5/8 x 64

A company is wondering whether to invest £18,000 in a project which would make extra profits of £10,009 in the first year, £8,000 in the second year and £6,000 in the third year. It’s cost of capital is 10% (in other words, it would require a return of at least 10% on its investment). You are required to evaluate the project.

A bird randomly chooses to land on 1 of 12 perches available in its aviary. Determine the Probability of it landing on a perch numbered 8 and then on a perch marked with a prime number; take into account that he never lands on the same perch in the sequence.

If eight basketball teams participate in a tournament, find the number of different ways that first, second, and third places can be decided assuming that no ties are allowed.