Iman starts with $1 on Day 1 and then doubles her money everyday thereafter. On which day will she first have more than $10,000?

Kickball games last a maximum of 50 minutes and ties are allowed. However, there is a "mercy" rule. A game will end if at least 40 minutes have passed and one team is ahead by at least 10 points. If "t" is time, in minutes and "d" is the difference of points what compound describes the "mercy" rule?

Find the solution set of | X - 2 | <6

What is the solution set to the inequality | 3x - 2 | < 7?

What is the complex conjagate of 7 + √-8

What is the complex conjugate of .5 - 2i ?

Which equation has the same range as y = (x+3)² ?

Evaluate this function for x = -3 f(x) = 4x³ -5x² + 2x -4

Find the 100th term of this arithmetic sequence: 5, 8, 11, 14, 17...

On the first of every month, a new library receives a new shipment of 575 book titles. If the library starts the beginning of the first year with 3,000 book titles and does receive a shipment that month, how many book titles will it have at the end of 3 years?

Simplify this expression: 3(x² + 2) - 5(2x² + 3x - 4) + 2(-x² - 4)

Which is an equivalent form of this expression?

Richar has 5 shirts, 6 pairs of jeans, and 3 vests. How many different outfits, each composed of a shirt, a pair of jeans, and a vest, can he make?

A high school's enrollment is 27% juniors and 31% seniors. What is the probability that a student chosen at random from this high school will be a junior or a senior?

Guests at a wedding reception must chose 1 food item from each of these 3 categories.

Main Dish Entreé: steak, fish, chicken

Vegetable: carrots, green beans, potatoes

Salad: garden, Caesar

How many different dinner combinations are possible?

Which inequality represents this statement? On the number line, x is less that 3 units away from 5.

If c - d = 7 and c = 3 -4i , what is d?

Simplify (2√5)² - (3 - √-6)(3 + √-6).

What is the completely simplified expression of \[\frac{x³ - 4x}{x⁵ - 8x²}\]

What is the complete factorization of 16r³ⁿ - 54q⁶ᵃ , where a, n, r, and q are integers?

Given that f(-3) =0, f(-1) =0, completely factor f(x) = x⁴ + 5x³ + 3x² - 13x - 12.

One printer takes 3 hours to complete a job. Another printer can do the same job in 4 hours. When the job runs on both printers how many hours will it take to complete

Ten students will participate in a spelling contest. How many outcomes for first, secons, and third place are possible?