320 and 360 Average

340 is the average of 320 and 360.

The average of 320 and 360 using simple method provides the step-by-step solution helps to understand the calculation easily. These two input values 320 and 360 can be of any physical quantity but both should have been expressed in the same measurement units to find the average value. Like generating step-by-step soltion for finding average of 320 and 360, users can generate step-by-step solution for any two numbers using this Average Calculator.

320 and 360 average:
= (320 + 360)/2,
= 680/2,
= 340

Hence,
the average of 320 and 360 is equal to 340

where,
320 and 360 physical quantities in same measurement units,
680 is the sum of quantities,
2 is the total number of quantities,
340 is the average of 320 and 360

The step-by-step work shows how to find what is the average of 320 and 360. The solution for 320 and 360 average is same for all the following queries but have to append the measurement units based on the measurement units of physical quantities being measured.

Unitless Measurement:
what is the average of 320 and 360?

Average Speed:
What is the average speed of a bus which covered the distance from point A to B at the speed of 320 mph (miles per hour) and B to C at the speed of 360 mph (miles per hour)?

Average Volume:
The volume of cylinder A is 320 gallons and cylinder B is 360 gallons, what is the average volume of cylinders?

Average Capacity:
A Lincoln theater has the volume of 320 seats and Brooklyn theater has the volume of 360 seats, what is the average capacity of the theaters?

Average Score or Marks:
John has scored 360 marks in mathematics and 320 marks in science in the examinations conducted. What is an average of marks John scored?


Average Solved Example:
what is the average of 320 and 360?

step 1 Address the input parameters and observe what to be found:
Input values:
Quantity A = 320
Quantity B = 360

What to be found:
Find the average of 320 and 360

step 2 Find the sum of quantities 320 and 360.
320 + 360 = 680

step 3 Find how many number of inputs:
The calculation involves two quantities 320 and 360, so the number of quantities is 2.

step 4 To find the average of 320 and 360, divide the sum of quantities 680 by the total number of quantities 2:
= 680/2
= 340
(320 + 360)/2 = 340

Hence,
340 is the average of 320 and 360.