Make a conjecture about each value or geometric relationship. the product of two odd numbers

Make a conjecture about each value or geometric relationship. the relationship between a and b if ab = 1

Make a conjecture about each value or geometric relationship. the relationship between the volume of a prism and a p pyramid with the same base

Make a conjecture about each value or geometric relationship. the relationship between a and c if ab = be, b = 0

Write a conjecture that describes the pattern in each sequence. Then use your conjecture to find the next item in the sequence. 4, 8, 12, 16, 20

Write a conjecture that describes that pattern in each sequence. Then use your conjecture to find the next item in the sequence. 1,1/2'1/4,1/8

Make a conjecture about each value or geometric relationship. the relationship between the areas of a square with side x and a rectangle with sides x and 2x

WHAT is the relationship between the volume of a prism and the volume of a pyramid with the same base area and height?

Explain how the volume of a pyramid is related to the volume of a prism that has the same base and height.

In an office complex of 1000 employees, on any given day some are at work and the rest are absent. It is known that if an employee is at work today, there is an 85% chance that she will be at work tomorrow, and if the employee is absent today, there is a 60% chance that she will be absent tomorrow. Suppose that today there are 760 employees at work. (a) Find the transition matrix for this scenario. (b) Predict the number that will be at work five days from now. (c) Find the steady-state vector.

Write a conjecture that describes the pattern in each sequence. Then use your conjecture to find the next item in the sequence. 2,22,222,2222

Compare and contrast a theorem and a conjecture.

If the ${W} 310 \times 24$ beam is made from steel having an allowable normal stress of $\sigma_{\text {allow }}=150 {MPa}$ and an allowable shear stress of $\tau_{\text {allow }}=60 {MPa}$, determine the maximum cable force $P$ that can safely be supported by the beam.

Let x be a binomial random variable with n=100 and p=.2. Find approximations to these probabilities: a. P(x$\gt$22) b. P(x$\geq$22) c. P(20$\lt$x$\lt$25) d. P(x$\leq$25)