Question

3 5/12+9 1/6 -5 1/18​

Answer 1

Воть,солнце.!!!!!!!!!!!!!

Answer 2

To evaluate the expression **3 + 5/12 + 9 + 1/6 - 5 + 1/18**, we can break it down into smaller steps: Step 1: Simplify the fractions - **5/12** can be left as is. - **1/6** can also be left as is. - **1/18** can be simplified to **1/18 = 1/9 * 1/2 = 1/9 * 0.5 = 0.0555555556**. Step 2: Add the numbers and fractions - **3 + 5/12 + 9 + 1/6 - 5 + 1/18 = 3 + 5/12 + 9 + 1/6 - 5 + 0.0555555556**. Step 3: Convert the mixed numbers to improper fractions - **3** can be written as **3/1**. - **9** can be written as **9/1**. - **5** can be written as **5/1**. Step 4: Find a common denominator - The denominators in the expression are **1, 12, 6, and 18**. - The least common multiple (LCM) of these numbers is **36**. Step 5: Convert all fractions to have a denominator of 36 - **5/12** can be multiplied by **3/3** to get **15/36**. - **1/6** can be multiplied by **6/6** to get **6/36**. - **0.0555555556** can be multiplied by **36/36** to get **1.9999999992** (approximately 2). Step 6: Add the fractions and numbers - **3/1 + 15/36 + 9/1 + 6/36 - 5/1 + 1.9999999992**. Step 7: Simplify the expression - **3/1 + 15/36 = 108/36 + 15/36 = 123/36 = 41/12**. Step 8: Add the remaining fractions and numbers - **41/12 + 9/1 + 6/36 - 5/1 + 1.9999999992**. Step 9: Convert the mixed number back to a whole number and fraction - **1.9999999992** can be written as **1 + 0.9999999992**. - **0.9999999992** can be rounded to **1**. Step 10: Add the whole number and fraction - **41/12 + 9/1 + 6/36 - 5/1 + 1 + 1**. Step 11: Simplify the expression - **41/12 + 108/12 + 6/36 - 180/36 + 36/36 + 36/36 = 41/12 + 108/12 + 6/36 - 180/36 + 1 + 1**. Step 12: Add the fractions and numbers - **41/12 + 108/12 = 149/12**. Step 13: Subtract the fractions and numbers - **149/12 - 180/36 = 149/12 - 5/2 = (149*3)/(12*3) - 15/6 = 447/36 - 90/36 = 357/36 = 119/12**. Step 14: Add the remaining numbers - **119/12 + 1 + 1 = 119/12 + 12/12 + 12/12 = 119/12 + 24/12 + 24/12 = 167/12**. Therefore, the expression **3 + 5/12 + 9 + 1/6 - 5 + 1/18** is equal to **167/12**. Please note that the calculations have been done manually and may contain rounding errors.