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Ninth Grade (Grade 9) Radicals Questions

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Grade 9 Radicals CCSS: HSN-RN.A.2
Simplify the radical expression √98.
  1. 7√2
  2. 14
  3. 7√8
  4. 8
Grade 9 Radicals CCSS: HSN-RN.A.2
Simplify the radical expression √28.
  1. 7√2
  2. 4√7
  3. 2√7
  4. 4√2
Grade 9 Radicals CCSS: HSN-RN.A.2
Simplify radical expression √72.
  1. 3√2
  2. 4√18
  3. 2√6
  4. 6√2
Grade 9 Radicals CCSS: HSN-RN.A.2
Simplify.
√28
  1. 4√7
  2. 4√2
  3. 2√7
  4. 7√2
  5. 3√4
Grade 9 Radicals CCSS: HSN-RN.A.2
Simplify. √50x2
  1. x√50x
  2. 5x√2
  3. 25x2√2x2
  4. 5√2x2
Grade 9 Radicals CCSS: HSN-RN.A.2
Subtract. 5√12b-3√3b
  1. Cannot combine
  2. √51b
  3. 6√b
  4. 7√3b
Grade 9 Radicals CCSS: HSN-RN.A.2
Simplify the radical expression -√256.
  1. -128
  2. 16
  3. -16
  4. Not a real solutiobn
Grade 9 Radicals CCSS: HSN-RN.A.2
Simplify. √121
  1. 10
  2. 11
  3. 12
  4. 13
Grade 9 Radicals
To simplify √9+16+144, we first
  1. find the square root of each of the numbers.
  2. do the opposite.
  3. add the numbers under the radical.
  4. decide the index of the problem.
Grade 9 Radicals CCSS: HSN-RN.A.2
Multiply. √33p√6p
  1. √198p2
  2. 3p√22
  3. 3√22p
  4. 9p2√22
Grade 9 Radicals
Add.
10√2n+5√2n
  1. √30n
  2. 30√n
  3. 15√2n
  4. 30n
Grade 9 Radicals CCSS: HSN-RN.A.2
Simplify: √81x2
  1. x
  2. 9x
  3. 81
  4. 81x
Grade 9 Radicals CCSS: HSN-RN.A.2
Simplify fully.
√16√4
  1. 2
  2. 42
  3. 43
  4. 12
Grade 9 Radicals CCSS: HSN-RN.A.2
Express without a radical and with positive fractional exponents.

5√x-1y-1
  1. 5x12y12
  2. xy5
  3. 5⋅(x12y12)
  4. 5x12y12
  5. None of the above
Grade 9 Radicals CCSS: HSN-RN.A.2
Simplify. 3√27
  1. 9
  2. 3
  3. 2
  4. 4
Grade 9 Radicals CCSS: HSN-RN.A.2
Simplify √160000.
  1. 40
  2. 400
  3. 4000
  4. 40000
Grade 9 Radicals CCSS: HSN-RN.A.2
Simplify.
√15xy2√5xy
  1. √3y√5xy
  2. √3y
  3. 3y
  4. 3y5xy
Grade 9 Radicals
Multiply (4+√2)(3-√2) and write the product in simplest form.
  1. -24
  2. 10-√2
  3. 10
  4. 14+7√2
Grade 9 Radicals CCSS: HSN-RN.A.2
Simplify.
3√24
  1. 43√6
  2. 33√4
  3. 23√3
  4. 63√2
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