When cos of angle will be greater than sin of angle this equation will give imaginary speed what do this imaginary speed indicates

Question

Vikas TU · Answer

It would never happen as the componets have been formed according to the common angle of inclination of wedge. thus The trignometry would automatically adjust here and that term would never be greater than sin term. as both sin and cos ratios get adjusted under their range of [-1,1]

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When cos of angle will be greater than sin of angle this equation will give imaginary speed what do this imaginary speed indicates

When cos of angle will be greater than sin of angle this equation will give imaginary speed what do this imaginary speed indicates

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When cos of angle will be greater than sin of angle this equation will give imaginary speed what do this imaginary speed indicates

When cos of angle will be greater than sin of angle this equation will give imaginary speed what do this imaginary speed indicates

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