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Which expression is equivalent to three to the sixteenth power over three to the fourth power?
3^16 / 3^4 = 3^(16-4) = 3^12.
Which expression is equivalent to 12 divided by 11?
1.0909
What is -12 to the 2nd power?
12 to the 2nd power means 12 squared (12 * 12). 122 = 144
What is an expression that is equivalent to 12 less than the product of 4 and a number?
An expression that is equivalent to "12 less than the product of 4 and a number" can be written as ( 4x - 12 ), where ( x ) represents the number. This expression first calculates the product of 4 and the number, then subtracts 12 from that product.
Which expression is equivalent to 12 squared?
It is: The product of 122 is 144
What expression is equivalent to 7/12?
0.5833
Which expression is equivalent to three to the sixteenth power over three to the fourth power?
3^16 / 3^4 = 3^(16-4) = 3^12.
Which expression is equivalent to 12 divided by 11?
1.0909
What is a expressions that simplifies to the same expression or value?
An equivalent expression.
What is -12 to the 2nd power?
12 to the 2nd power means 12 squared (12 * 12). 122 = 144
What is an expression that is equivalent to 12 less than the product of 4 and a number?
An expression that is equivalent to "12 less than the product of 4 and a number" can be written as ( 4x - 12 ), where ( x ) represents the number. This expression first calculates the product of 4 and the number, then subtracts 12 from that product.
Which expression is equivalent to 12 squared?
It is: The product of 122 is 144
Which expression is equivalent to 3x - 12?
-9
Which expression is equivalent to (-2)(a plus 6)?
It multiplies out as -2a -12
What is an equivalent expression for 12A plus 12b?
When factored it is: 12(A+b)
Which expression is equivalent to 34 -12?
46
What is equivalent to the expression p 4 p 12 q?
The expression ( p^4 \cdot p^{12} \cdot q ) can be simplified using the property of exponents that states ( a^m \cdot a^n = a^{m+n} ). Therefore, ( p^4 \cdot p^{12} = p^{4+12} = p^{16} ). The equivalent expression is ( p^{16} q ).
