Final answer:
To find the maximum height of a kakapo based on its relation to the height of an emu, we form an equation where 5 times the kakapo's height minus 70 equals the height of an emu. By substituting the known height of an emu into the equation and solving for the kakapo's height, we can find the answer.
Step-by-step explanation:
The question asks us to find the maximum height of a kakapo based on the given mathematical relationship between the kakapo's height and an emu's height. Starting with the equation provided, we let k represent the maximum height of a kakapo. The problem states that five times the maximum height of a kakapo minus 70 equals the maximum height of an emu. Thus, we can write the equation as 5k - 70 = e, where e is the maximum height of an emu. To solve for k, we first need to know the height of an emu.
Assuming the height of an emu is provided or found through research, we can substitute the value of e into the equation and solve for k. For example, if we know an emu's maximum height is 150 cm, the equation would be 5k - 70 = 150. Adding 70 to both sides gives us 5k = 220, and then dividing both sides by 5 gives us k = 44. Therefore, the maximum height of a kakapo would be 44 cm.