To solve the equation 49×23+392028=16740027−91×62 49 \times 23 + \frac{3920}{28} = \frac{167400}{27} - 91 \times 62 49×23+283920=27167400−91×62, we can calculate each part step by step.
Now subtract the result from step 2 from the result from step 1: 6200−5642=558
6200 - 5642 = 558 6200−5642=558
Now we have:
1267=558
1267 = 558 1267=558
This equation does not hold true. Therefore, 49×23+392028≠16740027−91×62 49 \times 23 + \frac{3920}{28} \neq \frac{167400}{27} - 91 \times 62 49×23+283920=27167400−91×62.
To solve the equation 49×23+392028=16740027−91×62 49 \times 23 + \frac{3920}{28} = \frac{167400}{27} - 91 \times 62 49×23+283920 =27167400 −91×62, we can calculate each part step by step.
Left Side:
Calculate 49×23 49 \times 23 49×23:
49×23=1127 49 \times 23 = 1127
49×23=1127
Calculate 392028 \frac{3920}{28} 283920 :
3920÷28=140 3920 \div 28 = 140
3920÷28=140
Now add the results from step 1 and step 2:
1127+140=1267 1127 + 140 = 1267
1127+140=1267
Right Side:
Calculate 16740027 \frac{167400}{27} 27167400 :
167400÷27=6200 167400 \div 27 = 6200
167400÷27=6200
Calculate 91×62 91 \times 62 91×62:
91×62=5642 91 \times 62 = 5642
91×62=5642
Now subtract the result from step 2 from the result from step 1:
6200−5642=558 6200 - 5642 = 558
6200−5642=558
Now we have: 1267=558 1267 = 558
1267=558
This equation does not hold true. Therefore, 49×23+392028≠16740027−91×62 49 \times 23 + \frac{3920}{28} \neq \frac{167400}{27} - 91 \times 62 49×23+283920 =27167400 −91×62.