Simplify the radical expression. (1 point) Responses Image with alt text: 3 Start Root 56 lower q squared End Root Image with alt text: 4 lower q Start Root 14 End Root Image with alt text: 2 Start Root 56 lower q squared End Root
To simplify the radical expression, let's break down each part separately.
Starting with the first radical expression:
√56*q^2
We can simplify the square root of 56 to √(2*2*2*7) = 2√14*q
Moving onto the second radical expression:
√14
Since there are no perfect square factors in 14, we cannot simplify it further.
Now let's simplify the final radical expression:
√56*q^2
Following the same process as before, we get 2√14*q as the simplified expression.
Therefore, the simplified radical expression is:
2√14*q