Asneeze can travel up to 100mi/h how many feet per second is this a sneeze can travel up to 100m/h how many feet per second is this

Ok first you have to convert 100 miles to feet.

A mile is 5,280 feet
100x5,280
528,000

Thats how much feet per hour. Now we need to find feet per second. So lets divide 528,000 by 60

528,000/60
8,800

Now we know 8,800 is how much feet per minute now we divide it once more by 60 to find feet per second.

8,800/60
146 2/3

So your answer is 146 2/3ft/sec

Brainliest my answer if it helped you out?

The height of the blimp above the ground = 1635.363039 feet.

Step-by-step explanation:

Archie and Veronica are located one mile (5280 ft) apart on the ground. So AV = 5280 feet.

Suppose the height of blimp above the ground is XB = h feet.

Archie measures the angle of elevation from the ground to the blimp to be 53 degrees. So angle ∠BAX = 53°.

Veronica measures the angle of elevation from the ground to the blimp to be 22 degrees. So angle ∠BVX = 22°.

Considering Right triangle ΔAXB, cot(A) = AX / XB

AX = XB*cot(A) = h*cot(53°) = 0.75355405*h

Considering Right triangle ΔVXB, cot(B) = VX / XB

VX = XB*cot(B) = h*cot(22°) = 2.475086853*h

We know AV = 5280 and AX + VX = AV.

So AX + VX = 5280.

0.75355405*h + 2.475086853*h = 5280.

3.228640904*h = 5280.

h = 5280 / 3.228640904 = 1635.363039 feet.

Hence, the height of the blimp above the ground = 1635.363039 feet.