Question

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=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

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=xab

Answer 1

Simplify x675x453
.(1 point)

Answer 2

says its wrong

Answer 3

it doesn't say anything else other than Simplify x675x453
.(1 point), so idk why its wrong

Answer 4

What is the missing exponent in the following equation?
e?e65 = e38
(1 point)

Answer 5

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

Answer 6

To simplify the expression x^675 * x^453, we can use the quotient rule of integer exponents, which states that x^a * x^b = x^(a+b).

Using this rule, we can simplify the expression as follows:

x^675 * x^453 = x^(675+453) = x^1128

Therefore, the simplified expression is x^1128.

Answer 7

I apologize for the error. Let's correct it.

To simplify the expression x^675 * x^453, we can again use the quotient rule of integer exponents, which states that x^a * x^b = x^(a+b).

Using this rule, we can simplify the expression as follows:

x^675 * x^453 = x^(675+453) = x^1128

Therefore, the simplified expression is still x^1128. If this answer is marked as incorrect, please provide the correct answer or any additional information that may help me better understand the problem.

Answer 8

I apologize for the misunderstanding. To simplify the expression x^675 * x^453, we can add the exponents together:

x^675 * x^453 = x^(675 + 453) = x^1128

So the simplified expression is x^1128. If this is marked as incorrect, please let me know and provide any further information that may help clarify the problem.

Answer 9

The missing exponent in the equation e^? * e^65 = e^38 is -27.

To solve for the missing exponent, we can use the quotient rule of integer exponents, which states that e^a / e^b = e^(a-b).

In this case, since e^? * e^65 = e^38, we can rewrite this equation as e^? / e^65 = e^38.

Therefore, we have ? - 65 = 38.

Solving for ?, we find that ? = 38 + 65 = 103.

Therefore, the missing exponent in the equation is -27.