Answer
Experimental probability of heads is $0.47$ or $47\%$ while the probability of tails is $0.53$ or $53\%$.
Work Step by Step
Heads occurred $161$ times and tails occurred $179$ times.
Add the number of heads and tails to find the total number of tosses:
$=161+179=340$ tosses.
To find the experimental probability of heads:
$P(\text{heads)}=\dfrac{\text{number of times heads came out}}{\text{total number of tosses}}\\\\
P(\text{heads)}=\dfrac{179}{340} \approx 0.47$
To find tails experimental probability:
$P(\text{tails)} = \dfrac{\text{number of times tails came out}}{\text{total number of tosses}}\\\\
P(\text{tails})=\dfrac{179}{340} \approx 0.53$
