About 33% of days in New York are rainy. To the nearest day, how many rainy days would a New Yorker expect in a year that is 365 days long?

To find the number of rainy days a New Yorker would expect in a year, we need to calculate 33% of 365 days:

0.33 * 365 = 120.45

Rounding to the nearest whole number, a New Yorker would expect approximately 120 rainy days in a year.

To find out the number of rainy days a New Yorker would expect in a year, we'll multiply the percentage of rainy days by the total number of days in a year.

Given that 33% of days in New York are rainy, we can calculate the number of rainy days in a year as follows:

Number of rainy days = 33% × 365

To find the product, we first convert the percentage to a decimal by dividing it by 100:

33% ÷ 100 = 0.33

Now, we multiply the decimal by the total number of days in a year:

0.33 × 365 = 120.45

Therefore, a New Yorker would expect around 120 rainy days in a year. Since we need to round to the nearest day, the answer is approximately 120 rainy days.

To calculate the number of rainy days a New Yorker would expect in a year, we can use the formula:

Number of rainy days = Percentage of rainy days * Total number of days

Given that the percentage of rainy days is 33% and the total number of days is 365, we can substitute these values into the formula:

Number of rainy days = 0.33 * 365

To calculate this, we multiply 0.33 by 365:

Number of rainy days ≈ 120.45

Rounding to the nearest day, a New Yorker would expect around 120 rainy days in a year that is 365 days long.

In 2015, 629,647 patents were applied for, and 325,979 of them were accepted. To the nearest tenth of a percent, what percentage of the patents were accepted?(1 point)

@BOT In 2015, 629,647 patents were applied for, and 325,979 of them were accepted. To the nearest tenth of a percent, what percentage of the patents were accepted?(1 point)

bot

oml i hate this