Question

20. Express 15 kg as a fraction of 50 kg 250 g.





please give crroct ans​

Answer 1

Answer:

Let15kgofx=50kg250g

\implies 15 \:kg \times x = 50 \:kg \: 250 \: g⟹15kg×x=50kg250g

\implies x = \frac{50\:kg \: 250 \:g }{15 \:kg }⟹x=

15kg

50kg250g

\implies x = \frac{50000 \:g + 250 \:g }{15000 \:g }⟹x=

15000g

50000g+250g

\implies x = \frac{50250 \:g }{15000 \:g }⟹x=

15000g

50250g

\implies x = \frac{2\times 3 \times 5^{3} \times 67 }{2^{3} \times 3 \times 5^{4} }⟹x=

2

3

×3×5

4

2×3×5

3

×67

\implies x = \frac{67}{2^{2} \times 5 }⟹x=

2

2

×5

67

\implies x = \frac{67}{20 }⟹x=

20

67

Therefore.,

\red{ Required \: fraction } \green { = \frac{67}{20 }}Requiredfraction=

20

67

Step-by-step explanation:

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