Summit - An Interactive Algebra Journey/Summit, An Interactive Algebra Journey.iso/SUMMIT/UTILS/C5/S5/P2

Text File | 1996-04-20 | 5.0 KB | 42 lines

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1,3(2,9)4(2,4)   $42(No, that's incorrect. Try again.HINT: )$43($4255You have simplified incorrectly. (x + 3)/4 cannot be reduced.)$46($4255Change the complex fraction to a division problem. Divide. Be sure your answer is in lowest terms.)
2(4e1*)n(2>9)
Simplify.   1x   2x + 3 =  ? iT17a1x 2x + 3 20Rewrite using the rule for division.= 1x Ö 2x + 3p+20Invert and multiply.= 1x ÿ x + 32p= 1(x + 3)1 ÿ 4(x)+20Reduce.= x + 34x
"""x""+"3""4"x"""""3"+""x"""4"x"""#"""1""""1"""@$43_$46
1,2,3(2,9)   $42(No, that's incorrect. Try again.HINT: )$43($4255You have simplified incorrectly. 3/(3y - 1) cannot be reduced.)$46($4255Change the complex fraction to a division problem. Divide. Be sure your answer is in lowest terms.)    n(1e3g>1)
4(2e3*)5(1e3*)40(5e1g)20(5e40/)21(1e40/)22(4e3/)
Simplify.y + 12 3y - 14  =  ? iT17ay + 12 3y - 14 20Rewrite using the rule for division.= y + 12 Ö 3y - 14p+20Invert and multiply.= y + 12 ÿ 43y - 1p= 2 ÿ 3(y + 1)2(3y - 1)+20Reduce.= 3y + 53y - 1
""3y+5""3y-1""""(3y+5)""(3y-1)""""3(y+1)""3y-1""#""(y+1)""(y-1)""@$43`xy`5,8`7,9_$46
1,2,3(2,9)   $42(No, that's incorrect. Try again.HINT: )$43($4255You have simplified incorrectly. 3/(3y - 1) cannot be reduced.)$46($4255Change the complex fraction to a division problem. Divide. Be sure your answer is in lowest terms.)    n(1e3g>1)
4(2e3*)5(1e3*)40(5e1g)20(5e40/)21(1e40/)22(4e3/)
Simplify.y + 12 3y - 14  =  ? iT17ay + 12 3y - 14 20Rewrite using the rule for division.= y + 12 Ö 3y - 14p+20Invert and multiply.= y + 12 ÿ 43y - 1p= 2 ÿ 3(y + 1)2(3y - 1)+20Reduce.= 3y + 53y - 1
""3y+5""3y-1""""(3y+5)""(3y-1)""""3(y+1)""3y-1""#""(y+1)""(y-1)""@$43`xy`5,8`7,9_$46
1,2,3(2,9)   $42(No, that's incorrect. Try again.HINT: )$43($4255You have forgotten about the x in the denominator of the first fraction.)$44($4255You have simplified the incorrectly. Factor again.)$46($4255Change the complex fraction to a division problem. Divide. Be sure your answer is in lowest terms.)
4(1e3*)5(2e3*)
Simplify.x - 1y2x 3x - 4y5  =  ? iT17ax - 1y2x 3x - 4y5 20Rewrite using the rule for division.= x - 1y2x Ö 3x - 4y5p+20Invert and multiply.= x - 1y2x ÿ 53x - 4yp= 2 ÿ 3(x - 1y)2 ÿ 3x(x - 1y)+20Reduce.= 1x
""1"""x"""#""1""1""@$43#"""x""-"1"y""""x""-"4"y"""@$44_$46
1(1,7)2(2,9)   $42(No, that's incorrect. Try again.HINT: )$43($4255You have simplified incorrectly. 2(p + 1)/(2 + p) cannot be further reduced.)$46($4255Simplify denominator. Change the complex fraction to a division problem. Divide and write in lowest terms.)    n(2<=1)
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Simplify.5 p + 1p 1p + 12 =  ? iT17a5 p + 1p 1p + 12First do the addition in the denominator.5 p + 1p 1p + 12 =  p + 1p 2 + p2ppcsNow rewrite using the division rule.5 p + 1p 2 + p2p = (p + 1)p Ö 2 + p2pp+13,+0= (p + 1)p ÿ 2p2 + pp12 = 2(p + 1)2 + p
""2(p + 1)""2 + p""#""(p + 1)""1 + p""@$43`p`1`2`3_$46
1(1,7)2(2,9)   $42(No, that's incorrect. Try again.HINT: )$43($4255You have simplified incorrectly. 2(p + 1)/(2 + p) cannot be further reduced.)$46($4255Simplify denominator. Change the complex fraction to a division problem. Divide and write in lowest terms.)    n(2<=1)
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Simplify.5 p + 1p 1p + 12 =  ? iT17a5 p + 1p 1p + 12First do the addition in the denominator.5 p + 1p 1p + 12 =  p + 1p 2 + p2ppcsNow rewrite using the division rule.5 p + 1p 2 + p2p = (p + 1)p Ö 2 + p2pp+13,+0= (p + 1)p ÿ 2p2 + pp12 = 2(p + 1)2 + p
""2(p + 1)""2 + p""#""(p + 1)""1 + p""@$43`p`1`2`3_$46
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