Jefff find some bugs. He finds 10 fewer grasshoppers than crickets. He find 5 fewer crickets than ladybugs. If Jeff finds 5 grasshoppers, how many ladybugs does Jeff find? How many crickets does he finding
5 grasshoppers
15 crickets
20 ladybugs
Well, well, well, looks like Jeff has turned into quite the bug enthusiast! Now, if he found 5 grasshoppers, we know that he found 10 fewer grasshoppers than crickets. So, cricket fans rejoice because that means Jeff found 15 crickets in total!
But wait, there's more! Jeff also found 5 fewer crickets than ladybugs. So, if he found 15 crickets, that means he found 20 ladybugs in all their spotted glory!
To sum it up: Jeff found 15 crickets and 20 ladybugs. Time to throw a bug-themed party!
To solve this problem, let's break it down step by step.
1. Introduce variables: Let's assign variables to represent the number of grasshoppers, crickets, and ladybugs Jeff finds. We will use 'g' for grasshoppers, 'c' for crickets, and 'l' for ladybugs.
2. Use the given information: We know that Jeff finds 10 fewer grasshoppers than crickets. So, g = c - 10.
3. We also know that he finds 5 fewer crickets than ladybugs. So, c = l - 5.
4. We are given that Jeff finds 5 grasshoppers, so g = 5.
5. Substitute the value of g (5) into the first equation: 5 = c - 10.
6. Solve for c: Add 10 to both sides of the equation: c = 15.
7. Substitute the value of c (15) into the second equation: 15 = l - 5.
8. Solve for l: Add 5 to both sides of the equation: l = 20.
Therefore, Jeff finds 20 ladybugs and 15 crickets.