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- 1(1,9)2(1,8)$49(Give this mixed number as an improper fraction.Use a / for the fraction bar.)
- 3(2e1+)4(3e1*)5(2e4+)n(5e3g>1)
- $49123 = ? iT11123 = ??+20First find the numerator.+20Multiply the denominator and+20the whole number. 1 ÿ 3 = 4p+20Add to existing numerator.4:2 + 2 = 5p+20Put the new numerator over+20the original denominator.4123 = 53
- 5"/"3_No, that's incorrect. Try again.HINT: Begin by multiplying the denominatorand the whole number.
- 1(1,9)2(1,8)$49(Give this mixed number as an improper fraction.Use a / for the fraction bar.)
- 3(2e1+)4(3e1*)5(2e4+)n(5e3g>1)
- $49123 = ? iT11123 = ??+20First find the numerator.+20Multiply the denominator and+20the whole number. 1 ÿ 3 = 4p+20Add to existing numerator.4:2 + 2 = 5p+20Put the new numerator over+20the original denominator.4123 = 53
- 5"/"3_No, that's incorrect. Try again.HINT: Begin by multiplying the denominatorand the whole number.
- 1(1,9)2(1,8)$49(Give this mixed number as an improper fraction.Use a / for the fraction bar.)
- 3(2e1+)4(3e1*)5(2e4+)n(5e3g>1)
- $49123 = ? iT11123 = ??+20First find the numerator.+20Multiply the denominator and+20the whole number. 1 ÿ 3 = 4p+20Add to existing numerator.4:2 + 2 = 5p+20Put the new numerator over+20the original denominator.4123 = 53
- 5"/"3_No, that's incorrect. Try again.HINT: Begin by multiplying the denominatorand the whole number.
- 1(1,9)2(1,8)$49(Give this mixed number as an improper fraction.Use a / for the fraction bar.)
- 3(2e1+)4(3e1*)5(2e4+)n(5e3g>1)
- $49123 = ? iT11123 = ??+20First find the numerator.+20Multiply the denominator and+20the whole number. 1 ÿ 3 = 4p+20Add to existing numerator.4:2 + 2 = 5p+20Put the new numerator over+20the original denominator.4123 = 53
- 5"/"3_No, that's incorrect. Try again.HINT: Begin by multiplying the denominatorand the whole number.
- 1,2(1,4)3,4(2,6)n(1=2)
- 10(1e3*1+)11(2e4*1+)12(10e4*)13(3e11*)14(12e1+)15(10e11*)16(3e4*)17(15e1+)20(12e13g)
- Simplify. 113 214iT12 113 214First convert to fractions. 113 214 = 103 114+7,+0 = 103 ÿ 41125Invert.p = 121325Multiply.pThe answer #if(12>13)in mixed numbers #endifis M1213.
- M1213M1413M1516M1716
- 1,2(1,4)3,4(2,6)n(1=2)
- 10(1e3*1+)11(2e4*1+)12(10e4*)13(3e11*)14(12e1+)15(10e11*)16(3e4*)17(15e1+)20(12e13g)
- Simplify. 113 214iT12 113 214First convert to fractions. 113 214 = 103 114+7,+0 = 103 ÿ 41125Invert.p = 121325Multiply.pThe answer #if(12>13)in mixed numbers #endifis M1213.
- M1213M1413M1516M1716
- 1,2(1,4)3,4(2,6)
- 5(3e1+)6(4e1+) 10(1e5*3+)11(2e6*4+) 12(10e6*)13(5e11*)14(12e1+)15(10e11*)16(3e4*)17(15e1+)20(12e13g)
- Simplify. 135 246iT12 135 246First convert to fractions. 135 246 = 105 116+7,+0 = 105 ÿ 61125Invert.p = 121325Multiply.pThe answer #if(12>13)in mixed numbers #endifis M1213.
- M1213M1413M1516M1716
- 1,2(1,4)3,4(2,6)
- 5(3e1+)6(4e1+) 10(1e5*3+)11(2e6*4+) 12(10e6*)13(5e11*)14(12e1+)15(10e11*)16(3e4*)17(15e1+)20(12e13g)
- Simplify. 135 246iT12 135 246First convert to fractions. 135 246 = 105 116+7,+0 = 105 ÿ 61125Invert.p = 121325Multiply.pThe answer #if(12>13)in mixed numbers #endifis M1213.
- M1213M1413M1516M1716
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