Question one which set of integers is not a pythagorean triple? a. 12, 16, 20 b. 10, 24, 26 c. 14, 48, 50 d. 27, 32, 45 question two which set of integers is not a pythagorean triple? a. 7, 24, 25 b. 13, 84, 85 c. 10, 24, 25 d. 20, 21, 29 question three which set of integers is a pythagorean triple? a. 10, 24, 25 b. 9, 12, 21 c. 8, 15, 23 d. 6, 8, 10

We'll use reasoning and the pythagorean theroem for this.

Question One: Let's try C first. Since the leg(48) is very close to the diagonal (50), we can see if it still works. 14²+48²=50²=196+2,304=2,500; it does work Let's Try D. 27²+32²=45²=729+1,024=1,753≠2,025 So, D does not work.

Question Two: Let's look at C since we know we'll had to add 100 to 24 squared, and it's suppose to equal a number that ends in 5. 10²+24²=100+576=676≠625 So, C does not work.

Question Three: We need to look for one that DOES work. D sticks out to me because it's a popular pythagorean triple. We can still work it out. 36+64=100; So, D is the answer.

the answer is c.

for continuous functions, they continue in the same pattern and you have to find that pattern kinda like slope