Question

100 POINTS!!!!!!!!

Evaluate the quantity one half raised to the fourth power times one half raised to the zero power end quantity all raised to the second power.
one over 32
one over 64
one over 128
one over 256

Answer 1

Answer:To evaluate the expression "the quantity one half raised to the fourth power times one half raised to the zero power end quantity all raised to the second power," we can follow these steps:

Step 1: Simplify the exponents.

One half raised to the fourth power is (1/2)^4, which equals 1/16.

One half raised to the zero power is (1/2)^0, which equals 1.

Step 2: Multiply the simplified exponents.

Multiplying 1/16 and 1 gives us 1/16.

Step 3: Raise the result to the second power.

(1/16) raised to the second power is (1/16)^2, which equals 1/256.

Therefore, the value of the expression is 1/256.

Answer 2

`(1)/(256)`

Explanation:

`[((1)/(2))^4 * ((1)/(2))^0]^2 =`

`= ((1)/(16) * 1)^2`

`= ((1)/(16))^2`

`= (1)/(256)`