expanded form define
Expanded form refers to the expression of a number by separating it into its individual place values. In expanded form, each digit of the number is written out as a product of its place value and the value of the digit. For example, the number 234 in expanded form would be written as:
200 + 30 + 4
(5^2)^3 =
- (10x^6)^2
(2x^3)^4
(- 8x^9) 2
( ( x - 2)^5 )^2 Can you distribute the exponent, 2, over the subtraction?
Yes, the exponent, 2, can be distributed over the subtraction. Distributing the exponent means applying the exponent to each term inside the parentheses.
For the expression (-8x^9)2, if we distribute the exponent 2 over the subtraction, we get:
(-8x^9)2 = -8^2 * (x^9)^2 = 64 * x^18