The unit of is and unit of is .
Further explanation:
Concept used:
The units of and must be equal to the unit of that is equal to meters.
The addition of term occurs if the units of all the terms are same.
Given:
The position of object is given by the equation .
Calculation:
The unit of term at must be equal to the unit of that is meters.
To find the unit of substitute all the units in the equation .
The unit of is also equal to the unit of that is meters.
Therefore, the unit of is and the unit of is .
Learn more:
1. Solution of linear equation ://brainly.com/question/1682776
2. Units and period brainly.com/question/558692
3. A problem on congruency brainly.com/question/8414067
Answer details:
Grade: High school
Subject: Mathematics
Topic: Units and measurement
Keywords: Equations, units, measurement , meter, second, meter per second, meter per second square, dogs, m\s^2, m\s, position, object, time, velocity.