5 ROOT 3 can be written as a single square root, √75,using the properties ofsquare rootsthat state the square root of a multiplied numbers equals the product of their square roots.Inmathematics, you have asked how to represent the expression 5 ROOT 3 as a single square root. In this context, onepossible interpretationcould be '5 times the square root of 3'.This can be rewritten as the square root of a perfect square value, thanks to thepropertiesof square roots.The associated rule is that the square root of the product of two numbers equals the product of their square roots.In other words, √(a*b) = √a * √b.So, if you square '5', you get '25'.Then multiply that by the '3' inside the original square root, which results in '75'. Hence, 5√3 = √75.Learn more about the topic ofsquare rootshere:brainly.com/question/3120622#SPJ11...

Unlock to view answer

Unlock full access for 72 hours, watch your grades skyrocket.

For just $0.99 cents, get access to the powerful quizwhiz chrome extension that automatically solves your homework using AI. Subscription renews at $5.99/week.