Question

A race car exerts 18,344 N while the car travels at an acceleration of 92.54 m/s2. What is the mass of the car? ​

Answer 1

$\huge\blue{\tt Given :-}$

• A race car exerts 18,344 N while the car travels at an acceleration of 92.54 m/s²

$\huge\orange{\tt To \: Find :-}$

• Mass of the car

$\huge\green{\tt Solution :-}$

☆ We have ☆

• Force(f) = 18344 N
• Acceleration(a) = 92.54 m/s²

☆ We know that ☆

$\boxed{ m = \frac{f}{a}}$

☆ Where ☆

• m = Mass
• f = Force
• a = Acceleration

☆ Substituting the values we get ☆

$:\implies\tt m = \dfrac{\cancel{18344}}{\cancel{92.54}}$

$:\implies\tt m = 198.2277933866$

$:\implies\orange{\tt m ≈ 198.23 \: kg}$

∴ Mass of the car is 198.23 kg

Answer 2

GIVEN :-

• Force ( F ) = 18344 N.
• Acceleration ( a ) = 92.54 m/s².

TO FIND :-

• The mass of the car ( m ).

SOLUTION :-

Ad we know that,

$\\ \\: \implies \displaystyle \sf \:Force = mass \times Acceleration$

$: \implies \displaystyle \sf \:18344 \: = mass \times 92.54$

$: \implies \displaystyle \sf \:mass = \frac{18344}{92.54}$

$: \implies \underline{ \boxed{ \displaystyle \sf \:mass \approx \: 198.22 \: kg}}$

Hence the mass of the car is 198.22 kg.