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Write each of the following in the form a sqrt b where a and b are intergers and b has the least value possible
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Solve in the exact form.
(sqrt of 4x+1)+(sqrt of x+1)=2 Someone showed me to do this next: Square both sides..so.. 4x+1+2((sqrt
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When I solve the inquality 2x^2 - 6 < 0,
I get x < + or - sqrt(3) So how do I write the solution? Is it (+sqrt(3),-sqrt(3)) or
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what is the simplified form of 3 sqrt (5c) x sqrt (15c^3)
choices are a. 15c^2 sqrt (3) b.6c^2 sqrt (5) c. 5c^2 sqrt(3) d. 12c^4
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1. Use half-angle identity to find the exact value of cos165.
MY ANSWER: (-1/2)sqrt(2+sqrt(3)) 2. Solve 2 sin x + sqrt(3) < 0 for
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