find the value of (64)²using the diagonal method
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Answer:
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Step 1.-The given number contains two digits. So, draw a square and divide it into 4 subsquares as shown below.
Step 1.-The given number contains two digits. So, draw a square and divide it into 4 subsquares as shown below.Write down the digits 6 and 7 horizontally and vertically,
Step 1.-The given number contains two digits. So, draw a square and divide it into 4 subsquares as shown below.Write down the digits 6 and 7 horizontally and vertically,Step 2.-Multiplying each digit on the left of the square with each digit on the top, one by one.Write the product in the following subsquares.If the product is a one-digit number,write it below the diagonal.In case of two digit number, write the tens digit above the diagonal and units digit below the diagonal.
Step 1.-The given number contains two digits. So, draw a square and divide it into 4 subsquares as shown below.Write down the digits 6 and 7 horizontally and vertically,Step 2.-Multiplying each digit on the left of the square with each digit on the top, one by one.Write the product in the following subsquares.If the product is a one-digit number,write it below the diagonal.In case of two digit number, write the tens digit above the diagonal and units digit below the diagonal.Step 3.-Starting below the lowest diagonal, sum the digits diagonally.If the sum is a two-digit number,underline the units digit and carry over the tens digit to the next diagonal.
Step 1.-The given number contains two digits. So, draw a square and divide it into 4 subsquares as shown below.Write down the digits 6 and 7 horizontally and vertically,Step 2.-Multiplying each digit on the left of the square with each digit on the top, one by one.Write the product in the following subsquares.If the product is a one-digit number,write it below the diagonal.In case of two digit number, write the tens digit above the diagonal and units digit below the diagonal.Step 3.-Starting below the lowest diagonal, sum the digits diagonally.If the sum is a two-digit number,underline the units digit and carry over the tens digit to the next diagonal.Step 4.-Underline all the digits in the sum above the topmost diagonal.
Step 1.-The given number contains two digits. So, draw a square and divide it into 4 subsquares as shown below.Write down the digits 6 and 7 horizontally and vertically,Step 2.-Multiplying each digit on the left of the square with each digit on the top, one by one.Write the product in the following subsquares.If the product is a one-digit number,write it below the diagonal.In case of two digit number, write the tens digit above the diagonal and units digit below the diagonal.Step 3.-Starting below the lowest diagonal, sum the digits diagonally.If the sum is a two-digit number,underline the units digit and carry over the tens digit to the next diagonal.Step 4.-Underline all the digits in the sum above the topmost diagonal.Step 5.-The underlined digits give the required square number.
Step 1.-The given number contains two digits. So, draw a square and divide it into 4 subsquares as shown below.Write down the digits 6 and 7 horizontally and vertically,Step 2.-Multiplying each digit on the left of the square with each digit on the top, one by one.Write the product in the following subsquares.If the product is a one-digit number,write it below the diagonal.In case of two digit number, write the tens digit above the diagonal and units digit below the diagonal.Step 3.-Starting below the lowest diagonal, sum the digits diagonally.If the sum is a two-digit number,underline the units digit and carry over the tens digit to the next diagonal.Step 4.-Underline all the digits in the sum above the topmost diagonal.Step 5.-The underlined digits give the required square number. (67) ² =4489