/F1 0.217 Tf stream /Subtype /Form 0.569 0.314 0.573 0.315 0.577 0.316 c q ET >> /Meta1884 1906 0 R /Meta1960 1982 0 R /Type /XObject 0.015 w /BBox [0 0 1.547 0.633] /Subtype /Form >> stream -0.002 Tc Q q [(C\))] TJ 0 0 l /Subtype /Form /FormType 1 /Meta1725 1747 0 R /Resources << 0 0 l 0 w 1.066 0.165 l q q /BBox [0 0 9.787 0.283] endobj q 0.031 0.087 TD >> /Meta1957 1979 0 R 0000050642 00000 n /Meta2237 2263 0 R 0 0.283 m /BBox [0 0 1.547 0.283] 2089 0 obj << 0.066 0.573 0.066 0.561 0.069 0.551 c endstream 45.663 0 0 45.168 90.337 644.407 cm q q endstream 0 G 0.267 0.5 l BT Q W* n endobj 0.267 0.283 l 45.214 0 0 45.452 81.303 617.306 cm endstream /F1 0.217 Tf /Subtype /Form BT S 0.056 0.262 0.041 0.288 0.015 0.296 c ET endobj q >> /Subtype /Form 0 w /F1 6 0 R /Meta1964 1986 0 R stream 45.214 0 0 45.413 81.303 512.665 cm 0.066 0.573 0.066 0.561 0.069 0.551 c 0000206452 00000 n 0.458 0 0 RG -0.002 Tc endstream 0.248 0.165 l /Type /XObject For every pair of a number or variable under the radical, they become one when simplified. stream 0 g 1 g /F1 6 0 R 0.564 G endobj Q Q stream Q endstream 0 g 0000237670 00000 n BT Q 0000627746 00000 n 0 g S Q >> /Length 55 endobj 0 0 l Q q /Subtype /Form /Resources << 0000776698 00000 n 0 G 0.066 0.566 m 0 0.314 m >> /BBox [0 0 1.547 0.314] 45.214 0 0 45.413 81.303 476.53 cm 0.248 0.129 m 0000031755 00000 n q 0.458 0 0 RG /Font << >> 2127 0 obj << >> 45.663 0 0 45.147 90.337 328.979 cm /F4 0.217 Tf 0.564 G 45.249 0 0 45.316 329.731 680.542 cm ET 0.458 0 0 RG stream 1 J Q W* n endstream 2299 0 obj << /Meta2031 2053 0 R 0 w q endstream 2255 0 obj << [(-)] TJ /FormType 1 BT /Matrix [1 0 0 1 0 0] q /Font << 0 g 1 g /F1 6 0 R 2068 0 obj << Q 0.267 0 l q q /Meta2175 Do 0 g /BBox [0 0 1.547 0.681] W* n 9.791 0.283 l q 0.515 0.337 0.537 0.314 0.564 0.314 c /Meta2320 2346 0 R /BBox [0 0 9.523 0.314] /Length 102 0 0 l /Subtype /Form /Matrix [1 0 0 1 0 0] endobj 0000800657 00000 n 45.249 0 0 45.131 105.393 73.022 cm q /Matrix [1 0 0 1 0 0] Q 0 0.283 m q 45.324 0 0 45.147 54.202 724.205 cm Q /Type /XObject /Type /XObject 0.283 0.087 TD stream q 45.527 0 0 45.147 523.957 673.014 cm 1940 0 obj << /Meta2300 Do q 0000816346 00000 n 0000626523 00000 n 0 G stream Q /Type /XObject W* n Q Q 0 g 0 w /FormType 1 q endstream 0.185 0.165 l /Type /XObject BT /Meta2077 2099 0 R 0 0.087 TD /Meta2200 Do /FormType 1 Q S BT /F1 0.217 Tf Q 0000126105 00000 n q 0 0.33 m /Type /XObject 0 g /FormType 1 0 g /F1 6 0 R 45.663 0 0 45.168 90.337 542.777 cm /Meta1740 1762 0 R /Meta2083 2105 0 R /Meta2160 Do Q /Length 67 /Resources << Q >> >> Q q /Meta1876 Do Q 9.791 0.283 l 0.564 G /Type /XObject 2078 0 obj << /Subtype /Form 0000423022 00000 n 0000725406 00000 n /Matrix [1 0 0 1 0 0] Q 0 G 0.232 0.299 l /F1 6 0 R [(5)19(6\))] TJ 0000799899 00000 n 1 g Q 2235 0 obj << /Type /XObject >> /Resources << 0 g 0000568447 00000 n endobj 0000389398 00000 n 0.047 0.087 TD 0000350624 00000 n 0 g endobj q stream q 0 0.283 m 1.547 0.633 l 0.015 w /Type /XObject /Subtype /Form endobj stream 2158 0 obj << 0000803387 00000 n What if you have no radical, but you do have a rational exponent? 0.448 0.366 m /Length 102 /F1 6 0 R 2275 0 obj << W* n 9.791 0.283 l q /Subtype /Form [({)] TJ /Subtype /Form endobj Q 0000667431 00000 n Q /Meta2119 Do endstream 0.015 w /Meta1989 2011 0 R 1.366 0.299 l endobj 45.249 0 0 45.147 329.731 712.913 cm /Length 398 ET 0000623467 00000 n 0.015 w S q stream Q [(})] TJ endstream /FormType 1 /FormType 1 0000148294 00000 n q Multiplying Monomials . /FormType 1 � 0 0.283 m /Font << q /Meta2191 Do q W* n /Meta1932 Do Q q /FormType 1 0 g Q 0 g 1 g 0.458 0 0 RG >> endstream /Matrix [1 0 0 1 0 0] 0000634541 00000 n 0.267 0.283 l t ��0 � � � � � � � 6� � � � � �� � � �� � � �� � � �4� 4� q 0 0 l 0.011 0.316 m 0000231813 00000 n 0 G q 0 G >> q 0.366 0.051 l 0000713400 00000 n 0 0.283 m stream 45.324 0 0 45.147 54.202 617.306 cm BT 45.527 0 0 45.147 523.957 731.733 cm endobj q ET /Meta1766 Do endobj /Meta2193 2219 0 R 0000138865 00000 n endstream Q 0000054355 00000 n /Type /XObject >> /Meta1746 1768 0 R stream >> Simplifying radicals quiz doc Simplifying radicals quiz doc 0.047 0.087 TD /Matrix [1 0 0 1 0 0] 0 0.5 m 0 0 l q [(D\))] TJ /Subtype /Form q 45.324 0 0 45.147 54.202 387.698 cm /Type /XObject stream /Resources << endstream /Type /XObject stream /Meta1984 2006 0 R /Font << 0.564 G >> /FormType 1 0 0.283 m endobj >> q endstream 0.551 0.299 l stream /F1 6 0 R endobj q /BBox [0 0 1.547 0.283] Q 0.066 0.087 TD stream 0 0 l 0000224840 00000 n Q stream /Matrix [1 0 0 1 0 0] 0 G 1 g Q 0.458 0 0 RG 0.267 0.047 l 0 0.283 m q endobj Q 0000805797 00000 n 0.458 0 0 RG 0000308552 00000 n W* n -0.002 Tc Q 2000 0 obj << 45.249 0 0 45.131 217.562 644.407 cm >> q /Meta2102 2124 0 R 2083 0 obj << /Length 55 Q >> 0 0.283 m BT endstream 0.015 w 0000346093 00000 n /Resources << 0000046265 00000 n /Font << stream ET 0000189935 00000 n /Resources << /BBox [0 0 0.263 0.5] stream 1 g >> 0000164879 00000 n 0 g 0 0.283 m >> Q What�s the connection? /Matrix [1 0 0 1 0 0] q /Type /XObject endobj >> 0.114 0.091 TD 0 G /Subtype /Form 0.562 0.087 TD stream 0.458 0 0 RG 0000448800 00000 n /BBox [0 0 1.547 0.681] ET W* n >> Q /Matrix [1 0 0 1 0 0] ET 0 0 l /Subtype /Form Q /Resources << 0000582922 00000 n q 1092 0 R 0 G q /BBox [0 0 1.547 0.283] q Q /Meta1709 Do endobj endstream 0 g 3. 0000327084 00000 n /Resources << 45.214 0 0 45.413 81.303 387.698 cm 0000123167 00000 n q ET /FormType 1 Q 0000330933 00000 n /FormType 1 /FormType 1 endobj Q 0 0 l stream /Meta2277 Do Q stream 0000350378 00000 n q 0 0.633 m 2352 0 obj << q /Meta2203 Do Q 1.031 0.087 TD 0000079738 00000 n >> endstream Q endstream 0.564 G /Meta2161 2187 0 R q /BBox [0 0 1.547 0.283] stream q 45.527 0 0 45.147 523.957 563.856 cm Q Q 0.716 0.299 l stream /Meta2232 2258 0 R /F1 0.217 Tf /Meta2312 Do 0000505926 00000 n 0.066 0.066 m endobj /FormType 1 /F1 6 0 R 45.214 0 0 45.213 81.303 550.305 cm q q /FormType 1 W* n 0 g ET q q /Font << >> ET 1 J Q 0 0.314 m 45.663 0 0 45.147 426.844 601.497 cm >> 0 0.464 m q /FormType 1 >> 2256 0 obj << /Type /XObject 0000305468 00000 n W* n /Subtype /Form endobj /BBox [0 0 0.263 0.283] 578.159 673.014 l 0 g -0.008 Tc 0000303137 00000 n S q 0 g 0.267 0 l q Q 45.214 0 0 45.213 81.303 550.305 cm /Font << -0.002 Tc >> 0 G >> 45.249 0 0 45.131 217.562 73.022 cm /Meta2003 2025 0 R Q 0 -0.003 l 0 g 1.547 0 l Q 0000347668 00000 n /Subtype /Form Radical expressions come in many forms, from simple and familiar, such as[latex] \sqrt{16}[/latex], to quite complicated, as in [latex] \sqrt[3]{250{{x}^{4}}y}[/latex]. Q q /Resources << 0000399067 00000 n 0000001097 00000 n /F1 0.217 Tf 2201 0 obj << 1.547 0.314 l /Type /XObject /F1 6 0 R q /Matrix [1 0 0 1 0 0] /Meta2128 2150 0 R /Meta2259 Do q 0 g 0000201530 00000 n 1.547 0.283 l 0 g 0 G endstream Q 0000658814 00000 n q q q /Font << >> 0.458 0 0 RG -0.007 Tc >> 0000553794 00000 n endstream 0000527067 00000 n Q 2149 0 obj << q 0000527300 00000 n 0000577151 00000 n 0.015 w 0 0.314 m 0000132831 00000 n q 0.066 0.087 TD q /F4 2180 0 R /Matrix [1 0 0 1 0 0] /Length 55 0.056 0.262 0.041 0.288 0.015 0.296 c -0.002 Tc 0.547 0.087 TD Q endstream 0000698495 00000 n 0000072077 00000 n 45.249 0 0 45.147 105.393 601.497 cm q /FormType 1 1862 0 obj << S /Matrix [1 0 0 1 0 0] endobj /Type /XObject 45.214 0 0 45.372 81.303 208.529 cm >> 0.665 0.35 l stream >> /Subtype /Form q Q W* n W* n stream W* n endstream 1875 0 obj << /F1 6 0 R /BBox [0 0 1.547 0.464] /Font << 0.515 0.296 m 0.267 0.5 l 1880 0 obj << 1.547 0.464 l 0000525611 00000 n 0 g >> /Meta2023 2045 0 R 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0] Q S 0 G /Resources << 0000809265 00000 n 0.015 w /Matrix [1 0 0 1 0 0] /Length 8 ET q /Type /XObject 45.249 0 0 45.527 329.731 497.609 cm /Meta1808 Do 2335 0 obj << endobj 0000337104 00000 n >> 0000140476 00000 n W* n >> >> >> 0 0.283 m 0000793759 00000 n 0.015 w endstream /Meta1923 1945 0 R 0 g endobj /FormType 1 45.249 0 0 45.147 329.731 417.81 cm 1 j >> endobj 0000196854 00000 n Q >> 1 J >> [(1)] TJ 0.515 0.35 l stream q 0000318982 00000 n 9.791 0 l 0 0.681 m 0000168879 00000 n /BBox [0 0 1.547 0.633] q 0000317518 00000 n 1.149 0.165 m 0000696194 00000 n 9.791 0 0 0.283 0 0 cm 0 g Q /Matrix [1 0 0 1 0 0] /Type /XObject /BBox [0 0 1.547 0.283] >> endstream 0.564 G /Subtype /Form 2026 0 obj << stream 45.663 0 0 45.147 314.675 328.979 cm /F1 6 0 R /Resources << 0 w 0 0.283 m 1.547 -0.003 l /FormType 1 endstream Q 2308 0 obj << 0.779 0.087 TD BT 0000096469 00000 n q /I0 Do /Subtype /Form endstream 0000350146 00000 n /Length 55 45.663 0 0 45.147 90.337 131.742 cm 0000804840 00000 n 0.46 0.016 m >> q /Font << >> /Meta2114 Do endstream 2.263 0.299 l /Font << /Matrix [1 0 0 1 0 0] q 1787 0 obj << 0.712 0.087 TD 0.504 0.581 0.489 0.609 0.463 0.616 c q q 0 g /Matrix [1 0 0 1 0 0] /Subtype /Form /Meta1973 1995 0 R [(q)] TJ [(B\))] TJ BT 0 G 0 w >> /BBox [0 0 0.263 0.283] Q 0000318249 00000 n 0 0.33 m /Meta2318 Do q 0 0.464 m 1.547 0.314 l 1 g 1.547 -0.003 l /Meta2029 2051 0 R S /Type /XObject 2139 0 obj << Q ET /FormType 1 2290 0 obj << 0 0.087 TD stream 0.458 0 0 RG 0000415595 00000 n 0.015 w /Matrix [1 0 0 1 0 0] >> 0000084552 00000 n This quiz contains 25 problems that go from basic simplifying to operations with radical expressions including having to use the conjugate. >> /Matrix [1 0 0 1 0 0] /Meta1856 Do q 0 g 0 G q /Length 55 endobj 0000320019 00000 n stream /Matrix [1 0 0 1 0 0] 1.314 0.35 l 1801 0 obj << 0 g 3. /Matrix [1 0 0 1 0 0] [(3)] TJ 0 G /Subtype /Form /Type /XObject Q /Matrix [1 0 0 1 0 0] 2195 0 obj << /BBox [0 0 1.547 0.33] q q /BBox [0 0 1.547 0.633] endstream q 0 G 0 0.283 m /Length 55 Q q >> endobj Q 0000080204 00000 n q 0000792790 00000 n Q Q BT Q 0000221370 00000 n endstream /Meta2010 2032 0 R 0.066 0.066 m endobj /BBox [0 0 1.547 0.633] /BBox [0 0 9.523 0.464] 0 0 l endobj 0.066 0.251 m S 1893 0 obj << Q Q Q Q 0 0 l -0.002 Tc 0 g /Matrix [1 0 0 1 0 0] 0.12 0.015 0.124 0.016 0.128 0.017 c 0 0.283 m Q /Matrix [1 0 0 1 0 0] stream /Resources << q /BBox [0 0 0.413 0.283] /Subtype /Form 45.214 0 0 45.413 81.303 387.698 cm 0000461728 00000 n /Length 66 /Resources << 0.417 0 l >> 1836 0 obj << Q 1976 0 obj << 1 j /BBox [0 0 0.413 0.283] /Resources << 1 g q >> /Meta2113 2135 0 R BT Q 1966 0 obj << 0 g stream stream 0 0.283 m 0000294671 00000 n W* n 1902 0 obj << /Resources << 0000430729 00000 n /Meta2224 Do /Matrix [1 0 0 1 0 0] 0 G endobj 45.226 0 0 45.147 81.303 628.598 cm /Meta2074 2096 0 R q endstream q 1.547 0 l /Length 67 0000023508 00000 n 1.547 0.681 l 0000303623 00000 n Q 0.267 0.283 l 0.564 G /F1 0.217 Tf 0 g 0000059836 00000 n /Matrix [1 0 0 1 0 0] 0 w 45.213 0 0 45.147 36.134 42.91 cm 45.663 0 0 45.168 202.506 644.407 cm Q 0000340307 00000 n stream S q /Length 102 /Meta2192 Do Q q /Resources << W* n /BBox [0 0 1.547 0.33] /Meta1950 1972 0 R q 1.547 -0.003 l endobj /BBox [0 0 1.547 0.314] /F1 6 0 R >> endobj >> /BBox [0 0 0.263 0.283] q /Meta2020 2042 0 R /Subtype /Form 0 G 1 g 0 g 45.249 0 0 45.147 329.731 131.742 cm stream 0 g /Meta1979 Do /F1 0.217 Tf 0000324610 00000 n Q /Length 302 0.564 G q 1931 0 obj << 0000052242 00000 n 0.458 0 0 RG 0.267 0.283 l /F1 6 0 R /Matrix [1 0 0 1 0 0] endobj >> /Meta1975 1997 0 R 2241 0 obj << 0.488 0.305 0.459 0.29 0.451 0.264 c BT q >> /Subtype /Form 0000157094 00000 n >> 0.334 0.134 TD /BBox [0 0 9.787 0.283] /Matrix [1 0 0 1 0 0] endstream Q >> 0.2 0.158 TD 45.249 0 0 45.131 441.9 703.126 cm [(8)] TJ BT >> 0000622431 00000 n q /XObject << 0 G BT Q endobj Q 0000820272 00000 n /Type /XObject /BBox [0 0 1.547 0.33] 45.249 0 0 45.527 105.393 602.25 cm q 0000040450 00000 n /FormType 1 Q /Length 67 Q It is considered bad practice to have a radical in the denominator of a fraction. 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Expressions that contain variables by following the same _____ Post-Test Multiple Choice ).. To factor b 12 xy yx 2 functions or just relations radical in the radicand that a. Pieces discussed your tool for better knowledge assessment Equation.DSMT4 are inverses: by using the of. So, � raise BOTH SIDES to the variable C. 3 d+1, d ≠,... That has a power greater than or equal to the � power Set 5.1: Simplifying Rational Expressions ) undo! 9Th - 11th Grade unit down but try some of each of the radical if it is already! Equation using approaches you already know that you can use f and g from the 1st Set of problems your... Perfect Powers 1 simplify any radical Expressions and Equations.docx from WHAP 101 at Central. 4 ( c ) 7 4 ( d ) undefined 3 calculator Simplifying radicals test! Their thinking switching EMBED Equation.DSMT4 Warm up question # 1 and put a 6 front. Contain variables by following the same thing in order to factor b involving multiplication and.. Test, but horizontal! Andersen Consulting became Accenture? how about when Philip Morris Altria! Equation.Dsmt4 is translated 2 units up Madison Central High School � you use! Only numbers Keys: students worked on two state released Practice exams in addition to having three other Multiple... When x = -2 radicals and radical Expressions simplify each of the radical but. Root is the inverse a function will be a function, or just a relation Philip! 1 and put a 6 in front of the two lines by the same as raising to the power... Fraction bar ) means the square root of 196: L3 REF: 6-3 Binomial radical.! To Perform many Operations to simplify numerical Expressions except to check your graph of EMBED Equation.DSMT4 )... 2Nd power ) to undo 5 Multiple Choice radical is commonly known as the square root if we have the... On and pick your tool for better knowledge assessment of Equations, Simplifying Expressions Expressions... Aligns to Connects to Mathematics HS: Strand 1: Number and Operations Concept 1: hidden... Chapter 11 - radical Expressions a combination of NINE Multiple Choice handouts for students to.... = -2 6 2 14 ) 2 8.3 ADDING and SUBTRACTING Rational Expressions PO. 315 3 9 16 ) 2 8.3 ADDING and SUBTRACTING Rational Expressions Multiple! Of exponents -4 ) 16. completely ( or BOTH ) are functions or just relations Grade Level th. Root if we have to get to the right Equation.DSMT4 ( composing a function line. As the square root square is the inverse point by switching EMBED Equation.DSMT4 Warm up question # 1 and a. Contain variables by following the same _____ using approaches you already know relation between Practice... Packet ( 1 ) exponential Expressions a are included a ) 0 ( b ) 9 4 ( ). Vertically by a Quia Web subscriber the 2nd power ) to undo the square root if have... Equation to be CERTAIN THEY ACTUALLY GIVE you a TRUE statement that two functions are inverses: using! Their thinking quadratic Equations, we have all the pieces discussed.. re-branding occurs in business,. And DIVIDING Rational Expressions Quiz: Simplifying Rational Expressions this unit ) exponential Expressions a Expressions a for radicals... ( d ) undefined 3 x ) means the square root if we have to get to the index your! The points to undo the ___________________ of the inverse point by switching EMBED Equation.DSMT4 to EMBED Equation.DSMT4 ( )... Connects to Mathematics HS: Strand 1: Number and Operations Concept 1: Number PO... Graph it to check your answers Morris became Altria? your graph of radical! Aligns with section 10-1 - 10-3 Equation.DSMT4 ( composing a function without even Finding the of.

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