I only need help on #2 I did number one if you can check it great if not only can help me on 2
Croakie is a very talented frog. He does tricks for the audiences at the Calaveras County Fair contest every year. Some of his tricks are quickly making him famous. He not only hops, but he can also do a “hip hop� jump, along with other exciting tricks. Just how long is his “hip hop� jump, assuming he travels the exact same distance each time? Read the description of his special routine below. Then complete parts (a) through (d) that follow.
Croakie starts at point A. He hops 12 feet to the right, toward point B.
Then he does two “hip hop� jumps in a row, still traveling to the right.
He turns and makes a 3-foot hop to the left.
He stops to regain his balance and then, still traveling to the left, repeats his 3-foot hop three more times.
He turns and makes 16 spinning hops that are 1 foot each to the right, ending exactly at point B.
1) Draw a diagram to show Croakie’s entire routine as described above. (My answer landed on 24)
2) (I need help on this one )write an expression that represents the distance from point A to point B based on Croakie’s moves.
If a hip-hop jump moves a distance of x feet, then his jumps add up (to the right) to
12+x+x-3-(3*3)+16 = 16+2x
I have no idea how far it is from A to B, but if you say he ended at 24, then 2x = 8, and a hip-hop jump is 4 ft.
Hi. Minecraft.
To write an expression that represents the distance from point A to point B based on Croakie's moves, we need to determine the total distance covered by each individual move and combine them.
Let's analyze each move and calculate the distances:
1) Croakie hops 12 feet to the right towards point B.
Distance covered: 12 feet.
2) Croakie does two "hip hop" jumps in a row, still traveling to the right.
The distance covered by each "hip hop" jump is not provided, so we'll represent it as 'x'. Since Croakie does two "hip hop" jumps, the total distance covered is 2x.
3) Croakie turns and makes a 3-foot hop to the left.
Distance covered: 3 feet.
4) Croakie repeats his 3-foot hop three more times, still traveling to the left.
Since he does this hop three more times, the total distance covered is 3 feet multiplied by 3, which is 9 feet.
5) Croakie turns and makes 16 spinning hops that are 1 foot each to the right, ending exactly at point B.
Since Croakie makes 16 spinning hops, the total distance covered is 1 foot multiplied by 16, which is 16 feet.
To calculate the total distance from point A to point B, we need to add up all the distances:
Total distance = (12 feet) + (2x) + (3 feet) + (9 feet) + (16 feet)
Therefore, the expression that represents the distance from point A to point B based on Croakie's moves is:
12 + 2x + 3 + 9 + 16
which simplifies to:
40 + 2x
To determine the expression that represents the distance from point A to point B based on Croakie's moves, let's break down his routine step by step:
1) Croakie starts at point A and hops 12 feet to the right, towards point B.
This initial hop covers a distance of 12 feet.
2) Next, Croakie performs two "hip hop" jumps in a row, still traveling to the right.
Since each "hip hop" jump is the same distance, we need to determine that distance.
The information provided does not specify the distance covered by a single "hip hop" jump.
Without this information, we cannot accurately calculate the distance for this step.
We need to know the length of a "hip hop" jump to proceed.
3) After the two "hip hop" jumps, Croakie turns and makes a 3-foot hop to the left.
This hop covers a distance of 3 feet to the left.
4) Croakie stops to regain his balance and then repeats his 3-foot hop three more times, still traveling to the left.
The repetition of this 3-foot hop covers a total distance of 3 feet multiplied by 3, which equals 9 feet.
5) Finally, Croakie turns and makes 16 spinning hops that are 1 foot each to the right, ending exactly at point B.
These 16 spinning hops, each covering 1 foot, add up to a total distance of 16 feet.
To write an expression representing the distance from point A to point B, we can sum up the distances calculated in each step:
Distance from A to B = (12 feet) + (the distance of two "hip hop" jumps) + (-3 feet) + (-9 feet) + (16 feet)
However, as mentioned earlier, we are missing the information regarding the distance covered by a single "hip hop" jump. Without this information, it is impossible to write a complete expression for the distance from point A to point B based on Croakie's moves.
To solve this problem accurately, we need the missing information on the distance covered by a single "hip hop" jump.