Afrog follows this rule: "if the frog is on a red lily pad, it jumps on a random color pad. if the frog is on a blue or green pad, it jumps to a red pad" is it possible for this frog to land on the same color twice in a row? a. no. b. yes, the frog could land on red twice in a row. c. yes, the frog could land on blue or green twice in a row. d. yes, the frog could land on any color twice in a row.

B. becuase in the problem it said a random color and not a random color excluding red

It would be tomatoes i believe

In a right-angled triangle: 1- the hypotenuse is the longest side2- we can apply pythagorean rule which states that: (hypotenuse)^2 = (side1)^2 + (side2)^2for the given triangle,longest side is 15 cm  side1 = 9 cmside2 is 12 cm  to check whether the triangle is right-angled or not,compare (15)^2 to the summation of (9)^2 and (12)^in other words, compare 225 to the summation of 81 and 144if they are both equal, then the triangle is right-angles, otherwise, it is not.you haven't provided the diagram showing her work, so i cannot tell the choice. however, apply my explanation to the question you have.