Which is larger?
Which is larger?
\( 0^{100}\text{ }_{——}100^0 \)
Which is larger?
\( 5^2\text{ }_{——}2^5 \)
Which is larger?
\( 6^1\text{ }_{——}1^6 \)
Which of the expressions has the highest value?
\( 6^{25},7^{15},9^{13},2^{45} \)
Which of the expressions below has the highest value?
\( 7^4,8^3,10^2,11^{\frac{1}{2}} \)
Which is larger?
To solve this problem, we'll follow these steps:
Now, let's work through each step:
Step 1: Evaluate .
Any non-negative integer power of 0 evaluates to 0. Therefore, .
Step 2: Evaluate .
By the zero exponent rule for non-zero bases, .
Step 3: Compare the values obtained: and .
Clearly, .
Therefore, is less than .
The correct choice is: <
<
Which is larger?
<
Which is larger?
>
Which of the expressions has the highest value?
Which of the expressions below has the highest value?
Which expression is of greater value:
Which is larger?
\( 7^2\text{ }_{——}7^3 \)
Which is larger?
\( 2^4\text{ }_{——}4^2 \)
Which is larger?
\( (\frac{1}{2})^5\text{ }_{——}(0.5)^5 \)
Which of the expressions below has the highest value?
Which expression is of greater value:
Which is larger?
<
Which is larger?
Which is larger?
Which of the expressions below has the highest value?
Which is larger?
\( 16^8\text{ }_{——}16^{(2+6)} \)
Which is larger?
\( (\frac{3}{10})^7\text{ }_{——}(0.3)^8 \)
Which is larger?
Which is larger?
<