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evaluate the following expression a. 11^0 b. 11^2/ 11^2 c. are the answers to part a and b the same? explain why or why not? please help!!!

Sagot :

ok this is easy you can do it, calm down.
Here are a fewe basic rules you need to know to answer this question/
1. any number to the 0 power equals 1
2. any number divided by itself equals 1
So, 11^0=1 and 11^2/11^2=1. You don't even need to know what 11^2 equals. For your explintation you should state those rules.
Answer: They are the same because they both equal 1. This is because any number to the 0 power equals 1 and any number divided by itself equals 1.

Answer:

The value of both part 'a' and part 'b' are same

Step-by-step explanation:

11^0 =1

[tex]\frac{11^2}{11^2}[/tex]

When the base of the exponents are same on division then we subtract the exponents

[tex]\frac{11^2}{11^2}=11^{2-2}= 11^0 =1[/tex]

The value of both part 'a' and part 'b' are same (i.e equal to 1)

Because we subtract the exponents when the exponents with same base are in division

when we subtract the exponents 2-2 becomes 0

so we are left with 11^0 = 1

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