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Mathematics
Algebra
Composition of Functions
How do I find f(g(x)) when there is a radical?
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How do you simplify i^63?
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Find the area of the rectangle shown in the figure.
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You're welcome! If you have any more questions, feel free to ask.
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Find the domain of the following functions.
1. y= radical(x-3) - radical(x+3) 2. y= [radical(2x-9)] / 2x+9 3. y= radical(x^2 - 5x
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Simplify by combining like terms.
Problem #32 radical (63) - 2 radical (28) + 5 radical (7) My answer: 4radical(7) Problem #50
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For Problem #32, to simplify by combining like terms, you need to combine the radicals with the same
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I'm adding 2(radical 50) + 12 (radical 8). I began by breaking the radical fifty into two parts: the radical of 25 and the
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2√50 + 12√8 = 2√25√2 + 12√4√2 = 2(5)√2 + 12(2)√2 = 10√2 + 24√2 = 34√2
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Perform the indicated division. Rationalize the denominator if necessary. Then simplify each radical expression.
Problem #54
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To find the answer to Problem #54, we need to divide (6 - √20) by 2. To do this, we can simplify
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Can somoene helpme plz...
Simplify radical 7 * radical 14 wouldn't it be radical (7*14) = radical (98) = 7radical (14) = 7
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Given sin θ = −1/2 and sec θ > 0, find the exact value of tan 2θ.
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solve the equation or formula for the indicated variable R=ts^2+3
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Solve radicals.
1. √8 /√32 (radical 8 divided by radical 32) = √1/√4 (divided numerator & denominator by 4) = 1/2
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can someone correct these for me plz.
Simplify by combining like terms. Problem#32 radical(63) minus 2radical(28) plus
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3 radical x - 4 radical y divided by 3 radical x - 2 radical y =
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Simplify and write in standard form.
1.) (radical 3 + i radical 15)(radical 3 - i radical 15) 2.) 8 + 16i / 2i Thanks again