Respuesta :
D. √5
Let's first simplify the equation sqrt(75)/sqrt(15) Factor it (sqrt(3)sqrt(5)sqrt(5)) / (sqrt(3)sqrt(5)) Now cancel the sqrt(3) and sqrt(5) on both top and bottom, giving sqrt(5) / 1 sqrt(5) So we're just left with the square root of 5. Checking the available options, you see that D. √5 is an exact match. So that's your answer.
Let's first simplify the equation sqrt(75)/sqrt(15) Factor it (sqrt(3)sqrt(5)sqrt(5)) / (sqrt(3)sqrt(5)) Now cancel the sqrt(3) and sqrt(5) on both top and bottom, giving sqrt(5) / 1 sqrt(5) So we're just left with the square root of 5. Checking the available options, you see that D. √5 is an exact match. So that's your answer.
Answer:
sqrt15/3, sqrt 5, sqrt 25/5
Step-by-step explanation:
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