The numbers in green represent mika's random sample of 10 acres. What is the average number of coconut palms on the randomly chosen side

The answers to the questions are

a) The average number of coconut palms on the randomly chosen side is 49.5 coconut  palms

b)  The projected number of palms on the entire farm is 3168 coconut palms.

Step-by-step explanation:

(a) The average is given by ∑fx/∑f = (∑x)/n

The sum of the number of coconut palms in the random sample of 10 acres is as follows

∑x = 56+43+62+63+33+34+38+51+59+56 = 495

n = 10

Therefore the average = 495/10 = 49.5 palm tree per acres

The average number of palm tree per acre = 49.5 palm tree

b) To project the number of coconut palms on the entire farm, we note that the average palm tree per acre = 49.5 coconut  palms

Number of acres = 64

∴ Projected number of coconut  palms in the farm = (Average number of palm tree per acre) × (Number of acres in the farm)

= 64 × 49.5 = 3168 coconut palms.

Convert the decimal number to a fraction by placing the decimal number over a power of ten. Since there are 2 numbers to the right of the decimal point, place the decimal number over 10^2(100). Next, add the whole number to the left of the decimal.
2+93/100

Simplify.
293/100

Mixed Number Form: 
2 93/100