To perform the operation 4/11 - 10/8, we need to find a common denominator for the two fractions. The result of the subtraction is -39/44. ;
To perform the indicated operation of subtracting the fractions 4/11 and 10/8 , we first need to find a common denominator. We can use the product of the two denominators, which is 88. The fractions become (4×88/11)×11 and (10×88/8)×8 , which simplifies to 32/88 and 880/88 respectively. Now we can subtract these to get 32/88 - 880/88 = (32 - 880) / 88 , which simplifies to -848/88 . After reducing the fraction, we get -212/22 , and this can be further simplified to -106/11 . Thus, 4/11 - 10/8 = -106/11.
To subtract 11 4 and 8 10 , we find the Least Common Denominator (88), convert the fractions to 88 32 and 88 110 , and perform the subtraction. This results in 88 − 78 , which simplifies to 44 − 39 .
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Penjelasan dengan langkah-langkah:[tex]\huge \tt{}7\% \times 1000000[/tex][tex]\huge \tt{} \frac{7}{10 0 } \times 1000000[/tex][tex]\huge \tt{} \frac{7000000}{100} [/tex][tex]\huge \tt{} 70000[/tex]
[tex]7\% \times 1.000.000 \\ = \frac{7}{100} \times 1.000.000 \\ \\ = \frac{7.000.000}{100} = 70.000[/tex]