Question

√² +13

Simplify
63x
real numbers and p and q are rational.
01
1
1
1/3
1/3
+
+
13
6
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-.Write the answer in the form ax² + bx without using radicals. a and bare
13x¹/3
6
13
1/3
+ -x-1/3
6
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Answer 1

third answer option

Explanation:

`\sqrt[3]{ {x}^(2) } = {x}^{ (2)/(3) }`

`\sqrt[3]{x} = {x}^{ (1)/(3) }`

`\frac{1}{ {x}^{ (1)/(3) } } = {x}^{ - (1)/(3) }`

`\frac{ {x}^{ (2)/(3) } }{6 {x}^{ (1)/(3) } } = (1)/(6) * {x}^{ (1)/(3) }`

`\frac{13}{6 {x}^{ (1)/(3) } } = (13)/(6) * {x}^{ - (1)/(3) }`

so, the result is

`(1)/(6) * {x}^{ (1)/(3) } + (13)/(6) * {x}^{ - (1)/(3) }`