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Principle of homogeneity of the equation used to check:

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in

(a)Variable of the equation
(b) Constant of the equation
(c) Correctness of the equation
(d) Both variable and constant
See Answer

Answer:  Correctness of the equation

The principle of homogeneity of an equation states that in a physically meaningful equation, all terms must have the same dimensions. This principle is used to verify whether an equation is dimensionally correct by ensuring that the left-hand side and right-hand side have the same units.

Since this principle helps in checking the correctness of an equation, the correct answer is:

(d) Correctness of equation.

Related Quizzes

Which set of prefixes gives the value in increasing order:

(a)Pico, mega, kilo, tera
(b) Pico, micro, mega, giga
(c) Tera, Pico, micro, kilo
(d) Giga, kilo, mill, nano
See Answer

Answer:  Pico, micro, mega, giga

The principle of homogeneity of an equation states that in a physically meaningful equation, all terms must have the same dimensions. This principle is used to verify whether an equation is dimensionally correct by ensuring that the left-hand side and right-hand side have the same units.

Since this principle helps in checking the correctness of an equation, the correct answer is:

(d) Correctness of equation.

Significant figures in 0.0010 are:

(a)1
(b) 2
(c) 3
(d) 4
See Answer

Answer:  2

The principle of homogeneity of an equation states that in a physically meaningful equation, all terms must have the same dimensions. This principle is used to verify whether an equation is dimensionally correct by ensuring that the left-hand side and right-hand side have the same units.

Since this principle helps in checking the correctness of an equation, the correct answer is:

(d) Correctness of equation.

A measurement is taken with the Vernier calipers with least count as 0.01 cm is recorded as 0.45 cm, it has fractional uncertainty is:

(a)0.01
(b) 0.02
(c) 0.03
(d) 0.45
See Answer

Answer:  0.02

The principle of homogeneity of an equation states that in a physically meaningful equation, all terms must have the same dimensions. This principle is used to verify whether an equation is dimensionally correct by ensuring that the left-hand side and right-hand side have the same units.

Since this principle helps in checking the correctness of an equation, the correct answer is:

(d) Correctness of equation.

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