Question
A house painter uses a 15-foot ladder to paint the second story of a house. The ladder must reach 11 feet up the wall for the painter to reach the top of the house. How far from the base of the house should the bottom of the ladder
Step 1 identify the legs and hypotenuse of the right triangle
A = *blank 1* feet
B = *blank 2* feet
C = *blank 3* feet
Options for blank 2
A ?
B 15
C 11
I don't want you to solve the whole thing I just want you to fill in the blanks
Step 1 identify the legs and hypotenuse of the right triangle
A = *blank 1* feet
B = *blank 2* feet
C = *blank 3* feet
Options for blank 2
A ?
B 15
C 11
I don't want you to solve the whole thing I just want you to fill in the blanks
Answers
GPT-4o mini
To identify the legs and hypotenuse of the right triangle:
- **A** (the horizontal distance from the base of the house to the bottom of the ladder) = *blank 1* feet
- **B** (the height the ladder reaches up the wall) = 11 feet (this is the vertical leg)
- **C** (the length of the ladder) = 15 feet (this is the hypotenuse)
So, it would be filled as follows:
A = *blank 1* feet
B = 11 feet
C = 15 feet
- **A** (the horizontal distance from the base of the house to the bottom of the ladder) = *blank 1* feet
- **B** (the height the ladder reaches up the wall) = 11 feet (this is the vertical leg)
- **C** (the length of the ladder) = 15 feet (this is the hypotenuse)
So, it would be filled as follows:
A = *blank 1* feet
B = 11 feet
C = 15 feet