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Algebra
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the square root of x^7
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Remember, \[\sqrt{a}=a^{1/2}\]
\[x^7 = x*x*x*x*x*x*x\]
Similarly, \[\sqrt{a^5}=a^{5/2}\] Now you decide \[\sqrt{a^7}=\]
x^(7/2) And remember, this is defined only for x >= 0 because x^7 is negative for x < 0
or\[\sqrt{x*x*x*x*x*x*x} = x^3 \sqrt{x}\]
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i still don not understand
Ok let us see this |dw:1356975699558:dw|
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