Question
Abigail planted 22 pumpkin seeds in each row, there are 26 rows. Find the pumpkin seeds did Abigail plant.
- 500
- 572
- 100
- 800
Hint:
In this question it is given that Abigail planted 22 pumpkin seeds in each row and there are 26 rows . So the total number of seeds will be equal to the product of the total number of seed and total number of rows. We will use standard algorithm for the finding the product . Standard algorithm uses Distributive law . Distributive law states that the sum of multiple numbers and then multiplied to some number will give same result as the numbers are multiplied individually and then added . i.e.
The correct answer is: 572
Step by Step Solution:
Step1:
we have to use the standard algorithm to find the multiplication so we will first break the one number into small numbers that can be easily multiplied to get the result. So, we will divide 26 as follows:
Step2:
Now we will use the distributive property to multiply this:
Step3:
Now we will do simple multiplication of 
which are as follows:
Step4:
Now we have to add these numbers.
So the total numbers of pumpkin seeds planted are 572.
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