lim x tends to 0 (sinx cos x )/3x
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Is the answer 0?
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From what I've been taught in my classes, sinx / x in a limit has a value of 1.
We have not fully covered limits yet, so please rectify any mistakes if you think there are.
Hope this is correct, I'm still unsure about it.
We have not fully covered limits yet, so please rectify any mistakes if you think there are.
Hope this is correct, I'm still unsure about it.
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Lim(x →0) (sinx.cosx)/3x
Lim(x→0){(sinx/x).cosx}/3
We know, that
Lim(x→0) sinx/x = 1 use this here,
Lim(x→0) {1 .cos0}/3
Lim(x→0) { 1.1}/3 = 1/3
Lim(x→0){(sinx/x).cosx}/3
We know, that
Lim(x→0) sinx/x = 1 use this here,
Lim(x→0) {1 .cos0}/3
Lim(x→0) { 1.1}/3 = 1/3
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