Animal Speed (mph)

Fill In The Blank, Distance equals rate times

Cheetah 70
Lion 50 (red)
Coyote 43
Rabbit 35
Kangaroo 30 (Red)
squirrel 12
Chicken 9
Antelope 61
Elk 45
Ostrich 30
Giraffe 32
Elephant 25
Pig 11
Mouse 8

Thanks for taking your time to help me

I need help on it but I don't know what they mean but there are two red numbers which are 50 and 3 but than it says Distance equals rate times

30*

To find the distance you must know the time.

Distance = speed times time
You do not say the time.
if it is in hours, then
distance in miles = miles per hour * time in hours
again I have no idea if you need other units requiring converson

i think maybe 50 and 30 and the rest of the numbers might either be distance or time

To fill in the blank, you need to determine the formula that relates distance, rate (or speed), and time. The formula you're looking for is:

Distance = Rate × Time

In this case, the rate is the animal's speed in miles per hour (mph). So, for each animal, you can calculate the distance it can travel in a given amount of time by using the formula Distance = Rate × Time.

For example, let's calculate the distance a cheetah can travel in 2 hours:
Distance = 70 mph × 2 hours = 140 miles.

Similarly, you can calculate the distances for the other animals:

Lion (2 hours): 50 mph × 2 hours = 100 miles.
Coyote (3 hours): 43 mph × 3 hours = 129 miles.
Rabbit (1 hour): 35 mph × 1 hour = 35 miles.
Kangaroo (4 hours): 30 mph × 4 hours = 120 miles.
Squirrel (0.5 hours): 12 mph × 0.5 hours = 6 miles.
Chicken (1.5 hours): 9 mph × 1.5 hours = 13.5 miles.
Antelope (2.5 hours): 61 mph × 2.5 hours = 152.5 miles.
Elk (3.5 hours): 45 mph × 3.5 hours = 157.5 miles.
Ostrich (2.5 hours): 30 mph × 2.5 hours = 75 miles.
Giraffe (1.5 hours): 32 mph × 1.5 hours = 48 miles.
Elephant (4 hours): 25 mph × 4 hours = 100 miles.
Pig (0.5 hours): 11 mph × 0.5 hours = 5.5 miles.
Mouse (0.5 hours): 8 mph × 0.5 hours = 4 miles.

By using the formula Distance = Rate × Time, you can calculate the distances traveled by each animal based on their speed and the given time period.