Given that y - a sin- t - bt - ct 2 cost - t-The unit of abc is same as that ofA-B- y-t2C- y - t 3D- y

The correct option is C (y/t )^3 Unit of y is same as that of a, bt, and ct^2. y=a, b=y/t, c=(y/t )^2 ∴ a× b× c=(y/t )^3 ...

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$Given that y = a s i n ω t + b t + c t^{2} c o s t ω t .$

$The unit of abc is same as that of$

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$\frac{y}{t}$

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${(\frac{y}{t})}^{2}$

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${(\frac{y}{t})}^{3}$

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Y = a s i n ω x + b t + c t^{2} c o s ω x

y = a + b t + c t^{2} - d t^{4}

x = a + b t - c t^{2}, y = a t + b t^{2}

Which of the following two wave equations can form stationary wave?

(i) $Y = A s i n (ω t - k x)$

(ii) $Y = A c o s (ω t - k x)$

(iii) $Y = A s i n (ω t + k x)$

(iv) $Y = A c o s (ω t + k x)$

y = A s i n (ω t - k x) .

(ω / k)

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