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#Neat Arithmetic #Store the results of at least 5 different calculations in separate vari #Print a series of informative statements, such as The result of
#Neat Arithmetic #Store the results of at least 5 different calculations in separate vari #Print a series of informative statements, such as "The result of the ca result1= 25 + 25 print("the result of the calculation 25 + 25-", resulti) result2= 50-25 print("the result of the calculation 50 -25=", result2) result3= 100 / 50 print("the result of the calculation 100 / 505", results) result4= 1000 * 1000 print("the sresult of the calculation 1000 * 1000=", result4) result5=8**8 print("the result of the calculation 8**8 =", results) Neat Order of Operations Take your work for "Order of Operations" above. Instead of just printing the results, print an informative summary of the results. Show each calculation that is being done and the result of that calculation. Explain how you modified the result using parentheses. Long Decimals - Pattern . On paper, 0.1-0.2=0.3. But you have seen that in Python, 0.1+0.2=0.30000000000000004. Find a number of other calculations that result in a long decimal like this. Try to find a pattern in what kinds of numbers will result in long decimals. #Neat Arithmetic #Store the results of at least 5 different calculations in separate vari #Print a series of informative statements, such as "The result of the ca result1= 25 + 25 print("the result of the calculation 25 + 25-", resulti) result2= 50-25 print("the result of the calculation 50 -25=", result2) result3= 100 / 50 print("the result of the calculation 100 / 505", results) result4= 1000 * 1000 print("the sresult of the calculation 1000 * 1000=", result4) result5=8**8 print("the result of the calculation 8**8 =", results) Neat Order of Operations Take your work for "Order of Operations" above. Instead of just printing the results, print an informative summary of the results. Show each calculation that is being done and the result of that calculation. Explain how you modified the result using parentheses. Long Decimals - Pattern . On paper, 0.1-0.2=0.3. But you have seen that in Python, 0.1+0.2=0.30000000000000004. Find a number of other calculations that result in a long decimal like this. Try to find a pattern in what kinds of numbers will result in long decimals
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