Math, asked by snehlata9794133820, 1 day ago

2. In each of the following equations, determine whether x and y are in direct proportion and explain your answer. (a) y = 4x (b) y = x + 2 1 (c) y = x? (d) y = = x 2 2 111) -X TS​

Answers

Answered by akanshtanwar4
3

Answer:

Given:

A is directly proportional to R2

R is inversely proportional to T

Formula:

If x is directly proportional to y, then x α y

If x is inversely proportional to y, then x α 1/y

Calculation:

A α R2      ----(1)

R α 1/T

⇒ R2 α 1/T2      ----(2)

From equation (1) and equation (2)

A α 1/T2

⇒ A = k/T2                           (K = constant)

100 = k/52

⇒ 100 = k/25

⇒ k = 100 × 25

⇒ k = 2500

Again,

A = k/T2

200 = 2500/T2

⇒ T2 = 2500/200

⇒ T2 = 25/2

⇒ T = √25/2

⇒ T = 5/√2

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Answered by nihasrajgone2005
0

Answer:

Answer:

Given:

A is directly proportional to R2

R is inversely proportional to T

Formula:

If x is directly proportional to y, then x a y

If x is inversely proportional to y, then x a 1/y

Calculation:

A a R2

Ra 1/T

→ R2 a 1/T2

----(2)

From equation (1) and equation (2)

A a 1/T2

→ A = k/T2

100 = k/52

→ 100 = k/25

→ k = 100 x 25

→ k = 2500

----(1)

V

(K = constant)

From equation (1) and equation (2)

A a 1/T2

→ A = k/T2

(K = constant)

100 = k/52

→ 100 = k/25

→ k = 100 × 25

→ k = 2500

Again,

A = k/T2

200 = 2500/T2

→ T2 = 2500/200

→ T2 = 25/2

→ T = √25/2

→ T = 5/√2

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Step-by-step explanation:

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