Jack saved 2 pennies today. if he doubles the number of pennies he saves every day, how many more days will it take until he has saved more than a 1000 pennies?

> 499 days

Step-by-step explanation:

The unknown here is the number of days it will take to save over 1000 pennies.  Instead of an equation this is an inequality.  The phrase "more than 1000 pennies" is > 1000.  Now we need to figure out WHAT is more than 1000.  If Jack starts with 2 pennies today, that is our "fixed" number.  To that starting number of pennies we are doubling the number of pennies per day.  Doubling means we are multiplying by 2.  The mathematical expression for "doubling the number of pennies per day" is 2x.  Adding in our starting amount of 2 pennies, we have

2x + 2 > 1000 and

2x > 998 so

x > 499

This means that it will take more than 499 days to get more than 1000 pennies.  It will take 500 days to get exactly 1000, but that is not what we are asked to find.

 B. D: 0 ≤ b ≤ 10 R: 0 ≤ W(b) ≤ 120

Step-by-step explanation:Each birdhouse uses 12 sq ft of wood.

He has enough to build 10 birdhouses, so he has 120 sq ft of wood.

The function has an input of the number of birdhouses, b, and has an output of the amount of wood needed, W. b is the input or the domain, and W is the output or the range. The domain is 0 to 10. The range is 0 to 120.