1. nineteen thousand, one hundred forty-two millionths was the first guess. the second guess was eight thousand, five hundred forty-one hundred-thousandths. which was greater and by how much?

2. They were happy because 80 of the people could be seated comfortably in each vehicle. If there were 1420 vehicles in the parking lot, how many people could be seated comfortably?
3. Pavo bought 20 bunches at $40 a bunch. Write two rates implied by this statement. How much would he have to pay for 100 bunches?

Idk how to solve it

1. To compare the two numbers, we need to convert both guesses into a common decimal format.

The first guess, nineteen thousand, one hundred forty-two millionths, can be written as:
19,000 + 0.000142

The second guess, eight thousand, five hundred forty-one hundred-thousandths, can be written as:
8,500 + 0.000541

To determine which number is greater, we can compare the whole number parts (19,000 vs. 8,500) first. Since 19,000 is greater than 8,500, we know that the first guess is larger so far.

Next, we can compare the decimal parts (0.000142 vs. 0.000541). Since 0.000541 is greater than 0.000142, we can say that the second guess has a greater decimal part.

Therefore, the second guess (8,500.000541) is greater than the first guess (19,000.000142). The difference between the two numbers is determined by subtracting the first guess from the second guess:
8,500.000541 - 19,000.000142 = -10,499.999601

So, the second guess (8,500.000541) is greater than the first guess (19,000.000142) by approximately -10,499.999601.

2. To find out how many people can be seated comfortably, we need to multiply the number of vehicles (1420) by the seating capacity per vehicle (80).

1420 vehicles * 80 seats per vehicle = 113,600 seats

Therefore, there can be a total of 113,600 people seated comfortably in the parking lot.

3. The statement mentions that Pavo bought 20 bunches at $40 per bunch. To find the rate, we can divide the cost by the quantity.

First rate:
Cost of 20 bunches = 20 * $40 = $800
Quantity of 20 bunches = 20

So, the first rate is $800 for 20 bunches.

Second rate:
To find the second rate, we need to determine how much 1 bunch costs. Since Pavo bought 20 bunches at $40 per bunch, we can divide the total cost by the number of bunches.

Cost of 1 bunch = $800 ÷ 20 = $40

So, the second rate is $40 per bunch.

To calculate how much Pavo would have to pay for 100 bunches, we can use the second rate of $40 per bunch.

Cost of 100 bunches = 100 * $40 = $4000

Therefore, Pavo would have to pay $4000 for 100 bunches.

I'll be glad to check your answers.