Solve the following questions: Q1: a) Divide 25000 by 121. b) Multiply 125 by 25. c) Calculate the total petrol distributed by 20 trucks if each truck carries 450798 liters. Q2: a) Round 2.0046 to the

a) Divide 25000 by 121.

$$\frac{25000}{121} \approx 206.61157$$

The answer is $\boxed{206.61157}$.

b) Multiply 125 by 25.

$$125 \times 25 = 3125$$

The answer is $\boxed{3125}$.

c) Calculate the total petrol distributed by 20 trucks.

$$20 \times 450798 \text{ liters} = 9015960 \text{ liters}$$

The answer is $\boxed{9015960 \text{ liters}}$.

a) Round 2.0046 to the nearest hundredth.
The third decimal place is 4, so we round down.

$$2.0046 \approx 2.00$$

The answer is $\boxed{2.00}$.

b) Find the difference and round to the nearest hundredth.

$$1.0046 - 0.83 = 0.1746$$

The third decimal place is 4, so we round down.

$$0.1746 \approx 0.17$$

The answer is $\boxed{0.17}$.

c) Round 6,755,904 to the nearest ten.
The last digit is 4, so we round down.

$$6,755,904 \approx 6,755,900$$

The answer is $\boxed{6,755,900}$.

a) The production numbers are:
January: 10,964,229 bottles
February: 12,726,455 bottles
March: 13,612,900 bottles
April: 5,046,500 bottles

b) Calculate the total bottles produced over 4 months.

$$10,964,229 + 12,726,455 + 13,612,900 + 5,046,500 = 42,350,084 \text{ bottles}$$

The company produced $\boxed{42,350,084 \text{ bottles}}$.

c) Calculate the remaining bottles after sales.

$$42,350,084 - 20,392,500 = 21,957,584 \text{ bottles}$$

There were $\boxed{21,957,584 \text{ bottles}}$ remaining.

d) Simplify the expression.

$$\frac{0.45 \times 1.6}{6.12 \times 1.6}$$

Cancel out the common factor of 1.6.

$$\frac{0.45}{6.12}$$

Multiply numerator and denominator by 100 to remove decimals.

$$\frac{45}{612}$$

Divide both by their greatest common divisor, which is 9.

$$\frac{45 \div 9}{612 \div 9} = \frac{5}{68}$$

The simplified expression is $\boxed{\frac{5}{68}}$.

a) Share 1,175,570 kg of beans among 184 parishes.

$$\frac{1175570 \text{ kg}}{184} = 6389 \text{ kg}$$

Each parish gets $\boxed{6389 \text{ kg}}$.

b) Distribute equally 7,827,831 kg of Maize among 335