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A robotic car has a constant speed of 6 m/s. Can you calculate how far it will be from the starting point after 10s?

Step-by-step Solution

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Solution

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Final answer to the problem

The distance the robotic car travels is $60$ m

Step-by-step Solution

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What do we already know? We know the values for time ($t$), velocity ($v$), initial velocity ($v_0$) and want to calculate the value of distance ($x$)

$t=10\:s,\:\: t_0=0,\:\: v=6\:m/s,\:\: v_0=0,\:\: x_0=0,\:\: x=\:?$

Learn how to solve linear motion problems step by step online.

$t=10\:s,\:\: t_0=0,\:\: v=6\:m/s,\:\: v_0=0,\:\: x_0=0,\:\: x=\:?$

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Learn how to solve linear motion problems step by step online. A robotic car has a constant speed of 6 m/s. Can you calculate how far it will be from the starting point after 10s?. What do we already know? We know the values for time (t), velocity (v), initial velocity (v_0) and want to calculate the value of distance (x). According to the initial data we have about the problem, the following formula would be the most useful to find the unknown (x) that we are looking for. We need to solve the equation below for x. We substitute the data of the problem in the formula and proceed to simplify the equation. Multiply 6 times 10.

Final answer to the problem

The distance the robotic car travels is $60$ m

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Main Topic: Linear Motion

Rectilinear movement is that movement whose trajectory is a straight line, in a single direction. The most common types of rectilinear motion are uniform rectilinear motion, when the velocity is constant, and non-uniform linear motion, which is when the acceleration is constant.

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