Posts Tagged ‘Squaring and Square Roots’
Here’s an example of a SPEED MATH shortcut for SQUARING 2-DIGIT NUMBERS NEAR A BASE : (Sq) NrB2 from the SQUARING AND SQUARE ROOTS category.

When can I use this method?
For squaring any 2-digit numbers.
The number can be either < or > a Base number.
Here’s an example of a SPEED MATH shortcut for SQUARING NUMBERS NEAR 500 : (Sq) Nr500 from the SQUARING AND SQUARE ROOTS category.

When can I use this method?
For squaring numbers near 500.
The number can be either < or > 500.
One can use this method to square numbers away from 500 as long as it is comfortable to square the difference portions.
Here’s an example of a SPEED MATH shortcut for SQUARING 2-DIGIT NUMBERS NEAR A BASE : (Sq) NrB2 from the SQUARING AND SQUARE ROOTS category.

When can I use this method?
For squaring any 2-digit numbers.
The number can be either < or > a Base number.
Here’s an example of a SPEED MATH shortcut for SQUARING NUMBERS NEAR 100 : (Sq) Nr100 from the SQUARING AND SQUARE ROOTS category.

When can I use this method?
For squaring numbers near 100.
The number can be either < or > 100.
One can use this method to square numbers away from 100 as long as it is comfortable to square the difference portions.
Here’s an example of a SPEED MATH shortcut for SQUARING 2-DIGIT NUMBERS NEAR A BASE : (Sq) NrB2 from the SQUARING AND SQUARE ROOTS category.

When can I use this method?
For squaring any 2-digit numbers.
The number can be either < or > a Base number.
Here’s an example of a SPEED MATH shortcut for SQUARING 2-DIGIT NUMBERS NEAR A BASE : (Sq) NrB2 from the SQUARING AND SQUARE ROOTS category.

When can I use this method?
For squaring any 2-digit numbers.
The number can be either < or > a Base number.
Here’s an example of a SPEED MATH shortcut for SQUARING USING EQUIDISTANT METHOD : (Sq) Equidx from the SQUARING AND SQUARE ROOTS category.

When can I use this method?
For squaring any 2-digit or 3-digit numbers.
One can also use this method to solve higher digit numbers as long as squaring of its component numbers is easy enough.
Here’s an example of a SPEED MATH shortcut for SQUARING ANY NUMBER USING DUPLEX METHOD from the SQUARING AND SQUARE ROOTS category.
Make sure to check out DUPLEX CONCEPT to understand how Duplex values of numbers are calculated.

When can I use this method?
For squaring any number.
Here’s an example of a SPEED MATH shortcut for SQUARING USING EQUIDISTANT METHOD : (Sq) Equidx from the SQUARING AND SQUARE ROOTS category.

When can I use this method?
For squaring any 2-digit or 3-digit numbers.
One can also use this method to solve higher digit numbers as long as squaring of its component numbers is easy enough.
Here’s an example of a SPEED MATH shortcut for SQUARING 2-DIGIT NUMBERS NEAR A BASE : (Sq) NrB2 from the SQUARING AND SQUARE ROOTS category.

When can I use this method?
For squaring any 2-digit numbers.
The number can be either < or > a Base number.