What is the Quotient Rule of Integer Exponents?(1 point)
Responses
xaxb=xa+b
the fraction with numerator x to the A th power and denominator x to the b th power is equal to x raised to the A plus b power
xaxb=xab
the fraction with numerator x to the A th power and denominator x to the b th power is equal to x raised to the A b power
xaxb=xb−a
the fraction with numerator x to the A th power and denominator x to the b th power is equal to x raised to the b minus A power
xaxb=xa−b
the fraction with numerator x to the A th power and denominator x to the b th power is equal to x raised to the A minus b power
What is the Quotient Rule of Integer Exponents?(1 point)
Responses
xaxb=xa+b
the fraction with numerator x to the A th power and denominator x to the b th power is equal to x raised to the A plus b power
xaxb=xab
the fraction with numerator x to the A th power and denominator x to the b th power is equal to x raised to the A b power
xaxb=xb−a
the fraction with numerator x to the A th power and denominator x to the b th power is equal to x raised to the b minus A power
xaxb=xa−b
The correct answer is xaxb=xa−b. The quotient rule of integer exponents states that when dividing two numbers with the same base, you subtract the exponents.
Simplify x675x453
.(1 point)
To simplify x^675 * x^453, you can apply the product rule of exponents. The product rule states that when multiplying two numbers with the same base, you add the exponents.
Therefore, x^675 * x^453 can be simplified as:
x^(675 + 453)
= x^1128
can u write it in a better easier way
Certainly!
To simplify x^675 * x^453, you can add the exponents because you're multiplying two numbers with the same base.
So, x^675 * x^453 is equal to x^(675 + 453), which simplifies to x^1128.
Simplify x675x453
.(1 point)
To simplify x^675 * x^453, you can add the exponents since you are multiplying two numbers with the same base.
Therefore, x^675 * x^453 is equal to x^(675 + 453), which simplifies to x^1128.