Answer :
Sure! Let's go through the problem step-by-step.
We need to determine which choice is equivalent to the expression [tex]\( 30^0 \)[/tex].
First, let's recall a very important rule in mathematics:
- Any non-zero number raised to the power of 0 is always equal to 1.
In mathematical notation, we write this as [tex]\( a^0 = 1 \)[/tex] for any [tex]\( a \neq 0 \)[/tex].
Now let's apply this rule to the given expression [tex]\( 30^0 \)[/tex]:
- Here, [tex]\( a = 30 \)[/tex] which is a non-zero number.
- According to the rule, [tex]\( 30^0 = 1 \)[/tex].
Therefore, the expression [tex]\( 30^0 \)[/tex] is equivalent to 1.
Now, let's look at the choices given:
A. 1
B. [tex]\( 30^2 \)[/tex]
C. 0
D. 30
Since [tex]\( 30^0 \)[/tex] is equivalent to 1, the correct choice is:
A. 1
We need to determine which choice is equivalent to the expression [tex]\( 30^0 \)[/tex].
First, let's recall a very important rule in mathematics:
- Any non-zero number raised to the power of 0 is always equal to 1.
In mathematical notation, we write this as [tex]\( a^0 = 1 \)[/tex] for any [tex]\( a \neq 0 \)[/tex].
Now let's apply this rule to the given expression [tex]\( 30^0 \)[/tex]:
- Here, [tex]\( a = 30 \)[/tex] which is a non-zero number.
- According to the rule, [tex]\( 30^0 = 1 \)[/tex].
Therefore, the expression [tex]\( 30^0 \)[/tex] is equivalent to 1.
Now, let's look at the choices given:
A. 1
B. [tex]\( 30^2 \)[/tex]
C. 0
D. 30
Since [tex]\( 30^0 \)[/tex] is equivalent to 1, the correct choice is:
A. 1