Problem 1 :
Simplify :
4√(x4)
Problem 2 :
Simplify :
5√(x10)
Problem 3 :
Simplify :
3√(x4)
Problem 4 :
Simplify :
4√(81x8y4)
Problem 5 :
Simplify :
√32 + √200
Problem 6 :
Simplify the following expression, if b > o.
√(25b) - √(b3)
1. Answer :
4√(x4) = x
2. Answer :
5√(x10) = 5√[(x2)5]
= x2
3. Answer :
3√(x4) = 3√(x3x)
= 3√(x3) ⋅ √x
= 3√(x3) ⋅ 3√x
= x(3√x)
4. Answer :
4√(81x8y4) = 4√81 ⋅ 4√x8 ⋅ 4√y4
= 4√(34) ⋅ 4√(x2)4 ⋅ 4√y4
= 3x2 ⋅ |y|
= 3x2y
5. Answer :
√32 + √200 = √(16 ⋅ 2) + √(100 ⋅ 2)
= √16 ⋅ √2 + √100 ⋅ √2
= 4√2 + 10√2
= (4 + 10)√2
= 14√2
6. Answer :
√(25b) - √(b3) = √25√b - √(b2 ⋅ b)
= √25√b - √(b2)√b
= √25√b - √(b2)√b
= 5√b - b√b
= (5 - b)√b
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