Bunny Rabbits

Bunny Rabbits

Postby kate » Mon Jun 30, 2008 3:03 pm

In one cage there are some bunnies. George calculated that the ears and the legs together are 36. How many are the bunnies?
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Re: Bunny Rabbits

Postby Jonasmathwork » Fri Aug 23, 2013 5:32 am

Solution: Given bunny's ears and lags together are 36
we know that one bunny have 2 ears and 4 lags
there for total 6
bunny=36/6
bunny=6

There for there are 6 bunny. :)

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Re: Bunny Rabbits

Postby leesajohnson » Fri Apr 01, 2016 5:23 am

Total number of legs and ears are 36
Each bunny has 2 ears and 4 legs so we can easily find the total number of bunnies.
The total number of ears and legs divided by the sum of ears and legs in each bunny.
=36/6
6
So the total number of bunnies are "6"

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Re: Bunny Rabbits

Postby Guest » Fri Apr 01, 2016 7:26 am

If we wish to use of algebra for this problem, as this is an algebra word problem forum.... we should proceed as follows.......

Let the unknown number of bunnies equal X ......

That is use a symbol to denote the unknown quantity........

Then express the information given in the question as mathematical facts or sentences.....

Each bunny has 2 ears, so total number of ears is 2X.

Each bunny has 4 legs so total number of legs is 4X

The total number of legs and ears added together is 36.

We can write this in the form of an equation so as to express it mathematically as the sum of the individual items is equal to the overall total of all items added together.

2X + 4X = 36

now simplify and collect like terms......

6X = 36

now divide both sides of the equation by 6 to get a value for one "X".
What you do on one side of the equation you must do to the other to keep balance.

So...... X = 6

So there are 6 bunnies.

.....................................................
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