Get the free 12 - Square Roots of Non-Perfect Squaresdocx - lss sd74 bc

Topic: 1.2 Square Roots of Perfect Squares Questions/Main Ideas: Name: Class: Math 9 Date: Notes: Goals: 1. Approximate the square roots of decimals and fractions of nonperfect squares. 2. Use the

How to fill out 12 - square roots

How to fill out 12 - square roots:

1. Start by identifying the number 12 as the radicand in the square root equation.
2. Begin by finding the prime factors of 12, which are 2 and 3.
3. Group the prime factors into pairs. In this case, we have (2,2) and (3).
4. Take one number from each pair and write it outside the square root symbol. In this case, we have 2√(3).
5. Multiply the numbers outside the square root symbol. In this case, we have 2 * √3 = 2√3.
6. If there are any remaining prime factors, write them inside the square root symbol. In this case, the √3 is the remaining prime factor.
7. Simplify any square roots if possible. In this case, √3 cannot be simplified further.
8. The final answer is 2√3.

Who needs 12 - square roots:

1. Students studying mathematics or algebra may encounter square roots while solving equations or working with functions that involve square roots.
2. Engineers and scientists often use square roots in calculations involving measurements and distances.
3. Individuals in fields such as architecture or carpentry may need to calculate square roots for tasks like measuring angles or cutting materials to specific lengths.

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