Ask a New Question

Asked by Dylan

Use the power of quotient rule to rewrite the expression into a single exponent

1. 10^-5/5^-5
2. (1/4)^-7 + (-2)^-7
3. (-15)^12/3^12
4. (- 6/5)^10 ÷ (- 3/2)^10

5. (-1.5)^3/(2.5)^-3

6. (5.6)^-14/4^14
3 years ago

Answers

Answered by oobleck
(1/4)^-7 + (-2)^-7
(4^-1)^-7 + (-1)^-7 (2)^-7
4^7 - 2^-7
2^14 - 2^-7
(2^21 - 1)/2^7
there's no way to simplify that into a single power of 2

(-15)^12/3^12
(-1)^12 (3*5)^12 / 3^12
5^12

what do you get on the others?
3 years ago
Answered by Dylan
OOBLECK AGAIN?
3 years ago

Related Questions

The Power of a Power Rule Simplify. All variables represent nonzero real numbers. -5y^4(y^5)^2... The power of a quotient rule - simplify (3y^8/2zy^2)^4 I need help in solving this problem - I... using product rule, power rule, negative rule using scientific notation. 5.4*10^6/2.7*10^4=5.4/2.... Use the power of quotient rule to rewrite the expression into a single exponent 1. 10^-5/5^-5 2. (... What is the Quotient Rule of Integer Exponents?(1 point) Responses xaxb=xa+b the fraction with... What is the quotient rule of integer exponents? A. π^a/π^b = π^ab B. π^a/π^b = π^b–a C. π^a/π^b... What is the Quotient Rule of Integer Exponents? xa over xb = x^a-b xa over xb = x^a+b xa over xb... quotient rule K^-3 / K^-5 1) Use the quotient rule to expand log9(3x) log 9 ⁡ ( 3 𝑥 ) (1 point) Responses 3log9x...
Ask a New Question
Archives Contact Us Privacy Policy Terms of Use