Answer :
The solutions to the expressions are B. 128, A. 1024, F. 243 and D. 256
How to evaluate the expressions?
The expressions are given as:
- 2^2 * 2^5
- 4^2 * 4*3
- 3^8/3^3
- 2^10 * 2^-2
Next, we evaluate the expressions using the laws of indices and the laws of exponents
Using the laws of indices and the laws of exponents, we have the following solutions:
Expression 1
2^2 * 2^5 = 2^(2 + 5)
Evaluate the sum
2^2 * 2^5 = 2^7
Evaluate the exponent
2^2 * 2^5 = 128 (Code B)
Expression 2
4^2 * 4^3 = 4^(2 + 3)
Evaluate the sum
4^2 * 4^3 = 4^5
Evaluate the exponent
4^2 * 4^3 = 1024 (Code A)
Expression 3
3^8/3^3 = 3^(8 - 3)
Evaluate the difference
3^8/3^3 = 3^5
Evaluate the exponent
3^8/3^3 = 243 (Code F)
Expression 4
2^10 * 2^-2 = 2^(10 - 2)
Evaluate the difference
2^10 * 2^-2 = 2^8
Evaluate the exponent
2^10 * 2^-2 = 256 (Code C)
Hence, the solutions to the expressions are B. 128, A. 1024, F. 243 and D. 256
Read more about expressions at:
https://brainly.com/question/723406
#SPJ1