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funct.py
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from random import randint | |
import random | |
import math | |
def quadeasy(): | |
a = randint(1,7) | |
c = randint(1,40) | |
b = 2 * math.sqrt(a*c) | |
while(math.sqrt(a*c).is_integer() == False): | |
c = c+1 | |
b = int(2 * math.sqrt(a*c)) | |
answer = float(-1 * b )/(2*a) | |
question = "Solve the Equation %sx^2 + %sx + %s = 0" %(a ,b ,c ) | |
option1 = answer - randint(1,3) | |
option2 = answer + randint(3,5) | |
array = [option1 , option2] | |
array.insert(randint(0,2), answer) | |
dict = { 'question': question , 'option1' : array[0] , 'option2' : array[1] , 'option3' : array[2] , 'answer' : str(answer) , 'param1' : a , 'param2' : b } | |
return dict | |
def quadmedium(): | |
a = randint(1,7) | |
b = randint(15,30) | |
c = randint(2,5) | |
while(math.sqrt((b*b) - (4*a*c)).is_integer() == False): | |
c = c+1 | |
answer = ((-b) + (math.sqrt((b*b) - (4*a*c))))/ (2 * a) | |
question = "Solve the Equation %sx^2 + %sx + %s = 0" %(a ,b ,c ) | |
option1 = answer - randint(1,3) | |
option2 = answer + randint(3,5) | |
array = [option1 , option2] | |
array.insert(randint(0,2), answer) | |
dict = { 'question': question , 'option1' : array[0] , 'option2' : array[1] , 'option3' : array[2] , 'answer' : str(answer) , 'param1' : a , 'param2' : b } | |
return dict | |
def quadhard(): | |
a = randint(4,7) | |
b = randint(19,32) | |
c = randint(3,10) | |
while(math.sqrt((b*b) - (4*a*c)).is_integer() == False): | |
c = c+1 | |
question = "Solve the Equation %sx^2 + %sx + %s = 0" %(a ,b ,c ) | |
option1 = answer - randint(1,3) | |
option2 = answer + randint(3,5) | |
array = [option1 , option2] | |
array.insert(randint(0,2), answer) | |
dict = { 'question': question , 'option1' : array[0] , 'option2' : array[1] , 'option3' : array[2] , 'answer' : str(answer) , 'param1' : a , 'param2' : b } | |
return dict | |
def easy_addition(): | |
a = randint(1, 20) | |
b = randint(1, 20) | |
question = 'Add the numbers ' + str(a) + ' and ' + str(b) | |
answer = a + b | |
option1 = answer + randint(5, 8) | |
option2 = answer + randint(3, 5) | |
array = [option1, option2] | |
array.insert(randint(0,2), answer) | |
dict = { 'question': question , 'option1' : array[0] , 'option2' : array[1] , 'option3' : array[2] , 'answer' : str(answer) , 'param1' : a , 'param2' : b } | |
return dict | |
def easy_subtraction(): | |
a = randint(20,50) | |
b = randint(1,20) | |
question = 'Subtract the numbers' + str(a) + ' and ' + str(b) | |
answer = a - b | |
option1 = answer - randint(1,3) | |
option2 = answer + randint(3,5) | |
option3 = answer - randint(5,7) | |
array = [option1 , option2] | |
array.insert(randint(0,2), answer) | |
dict = { 'question': question , 'option1' : array[0] , 'option2' : array[1] , 'option3' : array[2] , 'answer' : str(answer) , 'param1' : a , 'param2' : b } | |
return dict | |
def linear_easy(): | |
a = randint(4,6) | |
b = 1 | |
c = 0 | |
d = randint(1,4) | |
e = randint(1,4) | |
f = randint(5,10) | |
question = 'Solve the linear equations %sx + %sy = 0 and %sx + %sy + %s = 0' %(a,b,d,e,f) | |
answer_1 = b*f | |
answer_2 = e*c | |
answer_3 = e*a | |
answer_4 = b*d | |
answer_5 = d*c | |
answer_6 = f*a | |
final_answer_1 = float(answer_1 - answer_2) / (answer_3 - answer_4) | |
final_answer_2 = float(answer_5 - answer_6) / (answer_3 - answer_4) | |
answer = "(" + "{:.2f}".format(final_answer_1) + ", " + "{:.2f}".format(final_answer_2) + ")" | |
option1 = "(" + ("{:.2f}".format(final_answer_1+ 0.23)) + ", " + ("{:.2f}".format(final_answer_2+0.23)) + ")" | |
option2 = "(" + ("{:.2f}".format(final_answer_1+ 0.57)) + ", " + ("{:.2f}".format(final_answer_2+0.57)) + ")" | |
option3 = "(" + ("{:.2f}".format(final_answer_1+ 0.73)) + ", " + ("{:.2f}".format(final_answer_2+0.73)) + ")" | |
dict = {'question' : question, 'answer' : answer, 'option1' : option1,'option2' : option2,'option3' : option3} | |
return dict | |
def linear_medium(): | |
a = 1 | |
b = randint(1,4) | |
c = randint(-4,-1) | |
d = 3 | |
e = randint(1,4) | |
f = randint(-5,-1) | |
question = 'Solve the linear equations %sx + %sy = 0 and %sx + %sy + %s = 0' %(a,b,d,e,f) | |
answer_1 = b*f | |
answer_2 = e*c | |
answer_3 = e*a | |
answer_4 = b*d | |
answer_5 = d*c | |
answer_6 = f*a | |
final_answer_1 = float(answer_1 - answer_2) / (answer_3 - answer_4) | |
final_answer_2 = float(answer_5 - answer_6) / (answer_3 - answer_4) | |
answer = "(" + "{:.2f}".format(final_answer_1) + ", " + "{:.2f}".format(final_answer_2) + ")" | |
option1 = "(" + ("{:.2f}".format(final_answer_1+ 0.34)) + ", " + ("{:.2f}".format(final_answer_2+0.34)) + ")" | |
option2 = "(" + ("{:.2f}".format(final_answer_1+ 0.53)) + ", " + ("{:.2f}".format(final_answer_2+0.53)) + ")" | |
option3 = "(" + ("{:.2f}".format(final_answer_1+ 0.77)) + ", " + ("{:.2f}".format(final_answer_2+0.77)) + ")" | |
dict = {'question' : question, 'answer' : answer, 'option1' : option1,'option2' : option2,'option3' : option3, 'param1' : a , 'param2' : b, 'param3' : c, 'param4' : d, 'param5' : e, 'param6' : f} | |
return dict | |
def easy_multiply(): | |
a = randint(1,20) | |
b = randint(1,20) | |
question = 'Multiply the numbers' + str(a) + ' and ' + str(b) | |
answer = a * b | |
option1 = answer - randint(1,3) | |
option2 = answer + randint(3,5) | |
array = [option1 , option2] | |
array.insert(randint(0,2), answer) | |
dict = { 'question': question , 'option1' : array[0] , 'option2' : array[1] , 'option3' : array[2] , 'answer' : str(answer) , 'param1' : a , 'param2' : b } | |
return dict | |
def easy_divide(): | |
a = randint(1,20) | |
b = randint(40,60) | |
answer = b/a | |
question = 'Divide the numbers' + str(a) + ' and ' + str(b) | |
while(b%a != 0): | |
answer = b/a | |
a = a + 1 | |
option1 = answer - randint(1,3) | |
option2 = answer + randint(3,5) | |
array = [option1 , option2] | |
array.insert(answer, randint(0,2)) | |
dict = { 'question': question , 'option1' : array[0] , 'option2' : array[1] , 'option3' : array[2] , 'answer' : str(answer) , 'param1' : a , 'param2' : b } | |
return dict | |
def medium_operation(): | |
dic_add = easy_addition() | |
dic_sub = easy_subtraction() | |
question = 'Solve the expression ' + str(dic_add['param1']) + ' + ' + str(dic_add['param2']) + ' - ' + str(dic_sub['param1']) + ' - ' + str(dic_sub['param2']) | |
answer = dic_add['param1'] + dic_add['param2'] - dic_sub['param1'] - dic_sub['param2'] | |
param1 = dic_add['param1'] + dic_add['param2'] | |
param2 = dic_sub['param1'] - dic_sub['param2'] | |
option1 = answer + randint(1,3) | |
option2 = answer + randint(3,5) | |
array = [option1 , option2] | |
rand = randint(0,2) | |
array.insert(rand, answer) | |
dict = { 'question': question , 'option1' : array[0] , 'option2' : array[1] , 'option3' : array[2] , 'answer' : rand , 'param1' : param1 , 'param2' : param2 } | |
return dict | |
def advacned_operation(): | |
dic_mult = easy_multiply() | |
dic_div = easy_divide() | |
dic_add = easy_addition() | |
dic_sub = easy_subtraction() | |
question = 'Solve the expression ( %s + %s ) + ( %s - %s ) + ( %s * %s ) + ( %s / %s )' %(dic_add["param1"], dic_add['param2'],dic_sub['param1'],dic_sub['param2'],dic_mult['param1'],dic_mult['param2'],dic_div['param1'],dic_div['param2']) | |
answer = (int(dic_add[param1]) + int(dic_add[param2])) + (int(dic_sub[param1]) - int(dic_sub[param2])) + (int(dic_mult[param1]) * int(dic_mult)[param2]) + ( int(dic_div[param1])/int(dic_div[param2]) ) | |
option1 = answer + 3 | |
option2 = answer + 5 | |
option3 = answer + 8 | |
array = [option1 , option2] | |
array.insert(randint(0,2), answer) | |
dict = { 'question': question , 'option1' : array[0] , 'option2' : array[1] , 'option3' : array[2] , 'answer' : str(answer) , 'param1' : param1 , 'param2' : param2 } | |
return dict | |
#question = 'Solve the expression ' + str(med_add['param1']) + ' + '+ str(med_add['param2']) | |
#return question | |
def linear_hard(): | |
a = randint(13,20) | |
b = randint(1,7) | |
c = randint(5,10) | |
d = randint(2,7) | |
e = randint(4,8) | |
f = randint(12,20) | |
question = 'Solve the linear equations %sx + %sy = 0 and %sx + %sy + %s = 0' %(a,b,d,e,f) | |
answer_1 = b*f | |
answer_2 = e*c | |
answer_3 = e*a | |
answer_4 = b*d | |
answer_5 = d*c | |
answer_6 = f*a | |
final_answer_1 = float(answer_1 - answer_2) / (answer_3 - answer_4) | |
final_answer_2 = float(answer_5 - answer_6) / (answer_3 - answer_4) | |
answer = "(" + "{:.2f}".format(final_answer_1) + ", " + "{:.2f}".format(final_answer_2) + ")" | |
option1 = "(" + ("{:.2f}".format(final_answer_1+ 0.3)) + ", " + ("{:.2f}".format(final_answer_2+0.3)) + ")" | |
option2 = "(" + ("{:.2f}".format(final_answer_1+ 0.4)) + ", " + ("{:.2f}".format(final_answer_2+0.4)) + ")" | |
option3 = "(" + ("{:.2f}".format(final_answer_1+ 0.5)) + ", " + ("{:.2f}".format(final_answer_2+0.5)) + ")" | |
dict = {'question' : question, 'answer' : answer, 'option1' : option1,'option2' : option2,'option3' : option3, 'param1' : a , 'param2' : b, 'param3' : c, 'param4' : d, 'param5' : e, 'param6' : f} | |
return dict |
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