Write as a product:
25a^2−0.01b^10
(5a)^2 - (0.1b^5)^2 = (5a - 0.1b^5)(5a + 0.1b^5)
The expression "25a^2 - 0.01b^10" can be written as a product by factoring out the common factors.
Step 1: Factor out the common factors.
Both terms have a common factor of "0.01." Therefore, we can write the expression as:
0.01(25a^2 - b^10)
Step 2: Simplify the expression.
The expression inside the parentheses, "25a^2 - b^10," cannot be simplified further, so we leave it as it is.
Step 3: Write as a product.
Finally, we can express the original expression as a product:
0.01(25a^2 - b^10)
Therefore, the product of the given expression is 0.01 multiplied by the quantity (25a^2 - b^10).