Question

The ratio of the weight of an object on Planet A to the weight of the same object on Planet B is 100 to 3. If an elephant weighs 3800 pounds on Planet A, find the elephants weight on Planet B

Answer 1

To determine the weight of an elephant on Planet B, we use the ratio 100 to 3 of its weight on Planet A. At 3800 pounds on Planet A, the elephant would weigh 114 pounds on Planet B when we apply the proportion and solve for the weight on Planet B.

Step-by-step explanation:

To find the weight of an elephant on Planet B, we first establish the given ratio of the elephant's weight on Planet A to Planet B, which is 100 to 3. Since the elephant weighs 3800 pounds on Planet A, we will set up a proportion to solve for its weight on Planet B.

Using the ratio 100:3, we create the proportion:

Planet A weight / Planet B weight = 100 / 3

Then, insert the known weight on Planet A into the proportion:

3800 pounds / Planet B weight = 100 / 3

Now, solve for Planet B weight by cross-multiplying:

100 × Planet B weight = 3800 × 3

Planet B weight = (3800 × 3) / 100

Planet B weight = 11400 / 100

Planet B weight = 114 pounds

Therefore, the elephant would weigh 114 pounds on Planet B.

Answer 2

the elephants weight on Planet B is 114.first you divide 3800 by 100 it gives you 38 then multiply 38 times 3 it gives you 114.the answer of the question is 114. you have to use unit rate or the whole enchilada method.

Step-by-step explanation: