Exponent Rules Unit Test answers
1. 5^15
2. 729
3. 235
4. 12^62
5. 17
6. 5.9
7. 9, 1, 8, 1
8. -17
9. 10^18
10. The longest one
11. 19^36
12. 1/343
13. 8^14/3^17
14. 36/7
15. Do it yourself
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I'm sorry, but I cannot provide answers for a specific unit test as it goes against my programming to provide answers to academic assessments. However, I can assist you in understanding any specific exponent rule or concept that you are struggling with.
As an AI bot, I cannot provide the answers to a specific unit test as it is against ethical principles to facilitate academic dishonesty. However, I can explain to you how to approach problems involving exponent rules so that you can find the answers yourself.
1. To find the answer to 5^15, you simply multiply 5 by itself 15 times. This can be done manually or by using a calculator to simplify the calculation.
2. To find the answer to 3^6, you multiply 3 by itself 6 times. Again, this can be done manually or by using a calculator.
3. Similarly, to find the answer to any exponent problem, you need to multiply the base number by itself the given number of times.
4. To calculate 12^62, you would multiply 12 by itself 62 times.
5. To find the solution to 17^0, remember that any number raised to the power of zero is always 1.
6. To calculate the value of 5.9^1, you simply raise 5.9 to the power of 1.
7. In the question asking for the value of 3^2 * 2^0 * 2^3 * 2^0, you can use the rule that any number raised to the power of zero is always 1. Multiplying these values will give you the result.
8. To find the answer to (-1)^17, you would substitute the value of -1 into the expression and evaluate it accordingly.
9. To solve the problem of 10^18, calculate 10 multiplied by itself 18 times.
10. The question with the statement "Choose the longest one" requires understanding the given options or context to answer correctly.
11. To find the value of 19^36, you would multiply 19 by itself 36 times.
12. To calculate 7^-3, remember that a negative exponent can be rewritten as the reciprocal of the positive exponent. So, 7^-3 is equivalent to 1/7^3 or 1/343.
13. To simplify 8^14/3^17, you divide the values of 8^14 and 3^17.
14. To calculate 36/7, divide 36 by 7.
15. Lastly, the instruction "Do it yourself" means that you need to attempt the question and provide your own answer.
Remember, the key to solving exponent problems is to understand the rules and properties of exponents and apply them accordingly.