Question

- The
masses of two bodies A and B are loo kg and 50
50 kg
respectively. If gravitational force of attraction between them
5x108 N calculate the distance between the object
G= 6.7x16"
is
N m²
2
kg 2
​

Answer 1

Answer:

Explanation:

Given :

• Mass of body A (M) = 100 kg
• Mass of body B (m) = 50 kg
• Gravitational force of attraction between them (F) = 5 × 10^{8} N
• Gravitational constant (G) = 6.77 × 10^{-11} Nm²/kg²

To Find :

• The distance between the object.

Formula to be used :

• F = GMm/d²

Solution :

★ Distance between the object.

F = GMm/d²

⇒ 5 × 10^{8} = 6.77 × 10^{-11} × 100 × 50/d²

⇒ 5 × 10^{8} = 3.385 × 10^{-7}/d²

⇒ d² = 3.385 × 10^{-7}/5 × 10^{8}

⇒ d² = 6.77 × 10^{-16}

⇒ d = 2.60192 × 10^{-8} m

Hence, The distance between the object is 2.60192 × 10^{-8}m.

Answer 2

$\huge\mathcal\colorbox{red}{{\color{white}{★ANSWER★}}}$

GIVEN :-

• Mass of body A (M) = 100 kg
• Mass of body B (m) = 50 kg
• Gravitational force of attraction between them (F) = 5 × 10^{8} N
• Gravitational constant (G) = 6.77 × 10^{-11} Nm²/kg²

TO FIND :-

• The distance between the object.

SOLUTION :-

F = GMm/d²

=> 5 × 10^{8} = 6.77 × 10^{-11} × 100 × 50/d²

=> 5 × 10^{8} = 3.385 × 10^{-7}/d²

=> d² = 3.385 × 10^{-7}/5 × 10^{8}

=> d² = 6.77 × 10^{-16}

=> d = 2.60192 × 10^{-8}m

Hence, the distance between the object is 2.60192 × 10^{-8}m.

Hope it Helps Buddy ♥️