Question

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hat is the p/q form of 0.777​

Answer 1

Answer:

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Answer 2

Question (1) :- What is the p/q form of 0.777 ?

Solution :-

→ 0.777

since there are 3 digits after decimal . So, put three zeros in denominator with 1 .

So,

$\rightarrow\sf \: \frac{p}{q} \: of \: 0.777 = \boxed{\bf\frac{777}{1000}}$

Question (2) :- What is the p/q form of 0.777_____ ?

Solution :-

Let given decimal is equal to x .

So,

→ x = 0.777______ ----------- Equation (1)

multiply by 10 both sides,

→ 10x = 7.777______ ----------- Equation (2)

subtracting Equation (1) from Equation (2) we get,

→ 10x - x = (7.777____) - (0.777_____)

→ 9x = 7

$\rightarrow\sf \: x \: = \boxed{\bf \: \frac{7}{9}}$

Learn more :-

find the expanded form of 253.147

https://brainly.in/question/29654250

(3) निम्न के स्थानीय मान लिखिये-

(अ)43.24

(स)884.20

(ब) 534.34

(द) 178.34

https://brainly.in/question/37666224