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An improper fraction is simply a fraction with the numerator being larger than the denominator.
To make it an improper fraction from the mixed number given, just multiply the whole number (2) by the denominator (3), then add the numerator (2). The result is the new numerator and the denominator remains the same.
In this case (2 2/3), it would be 2 * 3 + 2 for the numerator....or 8. So 8/3 would be the improper fraction.
Convert each mixed number (what you call mixed fraction) to an improper fraction, then multiply the two numerators and multiply the two denominators. Reduce the resulting fraction to its simplest form
Example
(2 1/3)*(1 5/7)=?
Convert 2 1/3 to an improper fraction 2 1/3=2+ 1/3 = 6/3+1/3=7/3
Convert 1 5/7 to an improper fraction 1 5/7=1+ 5/7 =7/7 +5/7=12/7
(2 1/3)*(1 5/7)= (7/3)*(12/7)= (7*12)/(3*7)
The 7's in the numerator and denominator cancel one another leaving
12/3=4 (2 1/3)*(1 5/7)=4
Not all products of mixed numbers will give a simple result as this one. More likely they will not.
Enters a proper or improper fraction, b?c (b { 6 digits, c { 3 digits). When possible, improper fractions are displayed as mixed numbers. 3 F 4 3?4 8 3 J 21?4 Single-variable functions display decimal results. 1 F 2 0 0.25 a F b F c Enters the mixed fraction a b?c. (a, b, c { 3 digits each, with the total digits { 8). 6 F 4 F 6 64?6 J 62?3 "s Toggles display between a mixed number and an improper fraction. 30 F 4 30?4 "s 71?2 "s 15?2 "s 71?2 "y Toggles display between fraction and decimal. 55 F 24 55?24 "y 2.291666667 "y 27?24 If a result would overflow or if fixed decimal is 0, no fraction to decimal conversion occurs. It is not an error. Denominator must be a whole number {999.
Hi, Use the [a b/c] key. 7 [a b/c] 11 displays 7u11. Numerator can have up to 6 digits. Denominator can have up to 3 digits 7[1 b/c] 11 [a b/c] 19 displays 7u11u19 meaning 7 and 11/19. The vaiois numbers can have up to three digits each, but the total number of digits must be less than or equal to 8.
The key combination [2nd][d/c] toggles display between mixed numbers and improper fractions. The key combination [3rd][F<=>D] switches between fraction and decimals. (Not all decimals can beconverted to fractions: see limitations above).
if you want to use your calc for this you would have to put it in as the operations to change the mixed to improper fraction i.e. input exactly as "((8*3)+6)*((3*7)+1)=" remember? take denominator times whole number plus numerator and put over denominator to convert from mixed to improper... hope this helps
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