Penjelasan dengan langkah-langkah:
Lim x->36 (√x +6)/(36-x)
= (√x+6)/(36-x) x(√x-6)/(√x-6)
=(√x+6)(√x-6)/(36-x)(√x-6)
=√x(√x-6)+6(√x-6)/(36-x)(√x-6)
= (√x²-6√x+6√x-36)/(36-x)(√x-6)
=(x-36)/(36-x)(√x-6)
=-(36-x)/(36-x)(√x-6)
=-1/(√x-6)
=-1/(√36-6)
=-1/0
=-∞
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Penjelasan dengan langkah-langkah:
Lim x->36 (√x +6)/(36-x)
= (√x+6)/(36-x) x(√x-6)/(√x-6)
=(√x+6)(√x-6)/(36-x)(√x-6)
=√x(√x-6)+6(√x-6)/(36-x)(√x-6)
= (√x²-6√x+6√x-36)/(36-x)(√x-6)
=(x-36)/(36-x)(√x-6)
=-(36-x)/(36-x)(√x-6)
=-1/(√x-6)
=-1/(√36-6)
=-1/0
=-∞