Question

a large Bumble Bee beats its wings 2340 times and 13 seconds a honey bee beats its wings 1470 times in seven seconds which beats its wings at a faster rate​

Answer 1

Answer:

Honey bee

Step-by-step explanation:

Speed of bumble bee=2340/13

=180

Speed of honey bee=1470/7

=210

Since 210 is more than 180 hence the honey bee beats it's wings at a faster rate

Answer 2

Answer:

Bumble Bee: 180 beats per second

Honey Bee: 210 beats per second.

Step-by-step explanation:

To first figure this out, you need to convert this data into fractional ratios.

For this scenario (beats/seconds) so the fractions would be $\frac{2340}{13}$ and $\frac{1470}{7}$.

Now that we have these we need to make the denominator equal 1. This will show us the beats per second for each bee. To do this divide the top and the bottom by the said denominator.

-

Bumble Bee:

$\frac{2340}{13}$

$\frac{2340/13}{13/13}$

$\frac{180}{1}$

In this case, the Bumble Bee beats its wings at a ratio of 180 beats every second.

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Honey Bee:

$\frac{1470}{7}$

$\frac{1470/7}{7/7}$

$\frac{210}{1}$

In this case, the Honey Bee beats its wings at a ratio of  210 beats per second.