To solve this operation, we need to first convert the mixed fractions to improper fractions.
4 1/2 = 9/20.7 = 7/101 85/20 = 25/20 + 85/20 = 110/20
Now we can perform the multiplication:
9/2−7/109/2 - 7/109/2−7/10 110/20110/20110/20 = 9/2−7/109/2 - 7/109/2−7/10 11/211/211/2 = (9<em>10−7</em>2)/10(9<em>10 - 7</em>2) / 10(9<em>10−7</em>2)/10 11/211/211/2 = 90−1490 - 1490−14 / 10 11/2= 76 / 10 11/2= 38/5 11/2= 38<em>1138<em>1138<em>11 / 5</em>25</em>25</em>2 = 418 / 10= 41.8
Therefore, 41/2−0.74 1/2 - 0.741/2−0.7 * 1.85+3/201.85 + 3/201.85+3/20 is equal to 41.8.
To solve this operation, we need to first convert the mixed fractions to improper fractions.
4 1/2 = 9/2
0.7 = 7/10
1 85/20 = 25/20 + 85/20 = 110/20
Now we can perform the multiplication:
9/2−7/109/2 - 7/109/2−7/10 110/20110/20110/20 = 9/2−7/109/2 - 7/109/2−7/10 11/211/211/2 = (9<em>10−7</em>2)/10(9<em>10 - 7</em>2) / 10(9<em>10−7</em>2)/10 11/211/211/2 = 90−1490 - 1490−14 / 10 11/2
= 76 / 10 11/2
= 38/5 11/2
= 38<em>1138<em>1138<em>11 / 5</em>25</em>25</em>2 = 418 / 10
= 41.8
Therefore, 41/2−0.74 1/2 - 0.741/2−0.7 * 1.85+3/201.85 + 3/201.85+3/20 is equal to 41.8.