Multiply each digit of the second number (49) by the. Press the x button to multiply the numbers together; To find the product of 22 and 49, you multiply these two numbers together:
which choice is equivalent to the product below? √3 × √5 × √6
The commonly recognized types of series are:.
We can then compare the result with the given choices to determine the correct one.
The correct option from the choices provided is a: To find the product of 22 and 49, you need to multiply these two numbers together. ( 22 ) ( 49 ) = 1078. To find the product of 22 and 49, we need to use multiplication.
Open a calculator and type in the numbers 22 and 49; 22×49=978 22+49=71 22⋅49=968 (22)(49)=1078 your solution’s ready to go! To determine the product of 22 and 49, let's look at the given choices one by one: This choice is an addition, not a multiplication, so it is not correct.
Identify the numbers to multiply:
Let's go through the steps: ``` 22 x 49 ``` 2. Which choice shows the product of 22 and 49? 22 ⋅ 49 = 968:.
Start by aligning the numbers: Which choice shows the product of 22 and 49? 22 + 49 = 71: We have 22 and 49.
22· 49=968 22* 49=978 (22)(49)=1078 22+49=71
The series that is not a commonly recognized type of series is: Multiply the tens place of both… 22 × 49 = 1078. Your solution’s ready to go!
The product of 22 and 49 is 1078, which can be verified through basic multiplication. Therefore, the correct choice is 1078.
