Question

209/40 - 5/9 - 23/60

Answer 1

209*9/360 - 5*40/360 - 23*6/360= (1881-200-138)/360= 1543/360= 4 103/360

Answer 2

209/40-5/9-23/6=4 целых 130/360

Answer 3

To solve the expression, let's find a common denominator for the fractions and then perform the subtraction:

Common denominator = 40 * 9 * 60 = 21600

Now, we'll convert each fraction to have a denominator of 21600:

209/40 = (209 * 540) / 21600 = 112260 / 21600 5/9 = (5 * 2400) / 21600 = 12000 / 21600 23/60 = (23 * 360) / 21600 = 8280 / 21600

Now, the expression becomes:

(112260 / 21600) - (12000 / 21600) - (8280 / 21600)

To subtract, we can simply subtract the numerators and keep the common denominator:

= (112260 - 12000 - 8280) / 21600 = 9180 / 21600

Now, we can simplify the fraction. Both the numerator and denominator can be divided by their greatest common divisor (GCD), which is 540:

= (9180 / 540) / (21600 / 540) = 17 / 40

So, the result of the expression is 17/40.

Answer 4

To calculate the result of the expression, let's first find the common denominator for all the fractions, which is 360.

209/40 = (209/40) * (9/9) = 1881/360 5/9 = (5/9) * (40/40) = 200/360 23/60 = (23/60) * (6/6) = 138/360

Now, we can combine the fractions:

(1881/360) - (200/360) - (138/360) = (1881 - 200 - 138) / 360 = 1543/360

Now, simplify the fraction:

1543/360 = 53 83/360

So, the result of the expression is 53 83/360.