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After simplifying the division process, what happens to common terms in numerator and denominator?
Press to flip
Common terms are canceled to simplify the expression.
How do you simplify the expression 15a^2b^3dC / 3abC^3?
5ab^2 / C^2
Describe the process of changing the order in multiplications.
Rearrange and group like terms or constants to simplify, using power laws for exponents.
What do you obtain when you multiply 3 by -3y in the context of expanding brackets?
-9y
Simplify the division (2a^2 / 3b^2c) ÷ (6a / 7c^3b^2) and state the result.
7aC^2 / 9b^4
What mathematical operation helps integrate fractions into manageable expressions during simplifications?
Convert division into multiplication by using the reciprocal of the divisor.
How do you solve the expression (15a^2b^3dC) / (3abC^3) to its simplest form?
Cancel common variables and constants to get 5ab^2 / C^2.
How do you handle negative signs when multiplying terms within brackets?
Multiply each term carefully, considering the sign; e.g., -4 with -2y gives +8y.
What is the first step in multiplying and simplifying brackets?
Multiply constants with the variables inside the brackets.
What is the result of multiplying -4 with x in the context of simplifying brackets?
-4x
Give an example of combining like terms.
6x - 4x = 2x
In the expression 2 * 3 * a^2 * a * b * b^3 * c, what is the simplified form using the laws of exponents?
6a^3b^4c
What is the equivalent process for dividing fractions?
Convert division into multiplication by flipping the second fraction.
When combining like terms -9y and +8y, what is the result?
-y
What happens when you multiply -4 with -2y inside a bracket?
+8y
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