Multiplying comes BEFORE adding.
Remember: Please Excuse My Dear Aunt Sally for the order of operations
Parentheses
Exponents
Multiplication/Division
Addition/Subtraction
Since 12=10+2 We first multiply 7 by 10 to get 70 and then 7 by 2 to get 14 adding these gives us our final answer: 84
Adding the zeros
For subtracting and adding you cannot add or subtract unalike things. For multiplication and division you can multiply by whatever you want. In some maths you even multiply by variables such as "x". Or divide by them.
To multiply the expressions (10a^8) and (5a^4), you first multiply the coefficients (10 and 5) and then combine the powers of (a). The coefficients multiply to give (50), and when adding the exponents of (a) (8 and 4), you get (a^{12}). Therefore, the equation simplifies to (50a^{12}).
If the action is multiply the number by 12, the inverse operation is n/12. If the action is multiply 12 by n, the inverse operation is 12/n.
Since 12=10+2 We first multiply 7 by 10 to get 70 and then 7 by 2 to get 14 adding these gives us our final answer: 84
Keep adding 10 eight times or Multiply 10 by the first eight counting numbers
The answer is "double".
Adding the zeros
5929How you get it is to first multiply 77 with 7 and get 539. Then multiply 77 by 70 by multiplying by 7 again as before, but adding a 0 on the end. That gives 5390. Then add 539 to 5390 and get 5929.
2. multiplying 2 and 2 is the same as adding 2 and 2.
For subtracting and adding you cannot add or subtract unalike things. For multiplication and division you can multiply by whatever you want. In some maths you even multiply by variables such as "x". Or divide by them.
15.5 times 12 is equal to 186. To calculate this, you simply multiply 15.5 by 12. First, you can multiply 15 by 12, which equals 180. Then, you multiply 0.5 by 12, which equals 6. Adding these two results together gives you 186.
To multiply the expressions (10a^8) and (5a^4), you first multiply the coefficients (10 and 5) and then combine the powers of (a). The coefficients multiply to give (50), and when adding the exponents of (a) (8 and 4), you get (a^{12}). Therefore, the equation simplifies to (50a^{12}).
Get action replay.
If the action is multiply the number by 12, the inverse operation is n/12. If the action is multiply 12 by n, the inverse operation is 12/n.
"Multiply the sum of the cells" means to first calculate the total value by adding together the values in specified cells, and then to take that resulting sum and multiply it by another number or value. This process involves two steps: summation and multiplication. For instance, if you have values in cells A1, A2, and A3, you would first sum those values and then multiply the total by a specified factor.