an adult cheetah weighs about 130 pounds. an adult mountain lion weighs about 170 pounda. a student estimates that a mountain lion weighs about twice as much as a cheetah. is the estimate reasonable? explain why or why not

40

Subtract and decide.

170 - 130 = ?

Is the answer to that question the same as the weight of the cheetah??

i want spalg test. and also math at test is [x] / and aiso taeping

To determine whether the student's estimate is reasonable or not, we need to compare the estimated weight of the mountain lion with the actual weight ratio between cheetahs and mountain lions.

Step 1: Determine the weight ratio between cheetahs and mountain lions
According to the given information, the adult cheetah weighs about 130 pounds while the adult mountain lion weighs about 170 pounds. We can calculate the weight ratio as follows:

Weight ratio = Weight of mountain lion / Weight of cheetah
Weight ratio = 170 pounds / 130 pounds ≈ 1.31

Step 2: Evaluate the student's estimation
The student has estimated that a mountain lion weighs about twice as much as a cheetah. In other words, the student estimated a weight ratio of 2:1 (mountain lion to cheetah). Let's compare this estimated weight ratio with the actual weight ratio:

Estimated weight ratio = 2:1
Actual weight ratio = 1.31:1

Step 3: Compare the estimated and actual weight ratios
Comparing the estimated weight ratio of 2:1 with the actual weight ratio of 1.31:1, we can see that the estimated weight ratio is higher than the actual weight ratio. This means that the student's estimate of the mountain lion weighing twice as much as a cheetah is not reasonable because the actual weight ratio is less than that.

In conclusion, the student's estimate is not reasonable because the actual weight ratio between mountain lions and cheetahs is lower than the estimated weight ratio.