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Estimate the limit by substituting smaller and smaller values of h. Use radians. Give your answer to one decimal place. lim h>0= cos(h)-1/h
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lim(h-->0) (cos(h)-1)/h= =lim(h-->0) (1-2sin²(h/2)-1)/h= = - lim(h-->0) sin²(h/2)/(h/2)= = - lim(h-->0) [sin(h/2)/(h/2)] *lim(h-->0) sin(h/2)= = - 1 * 0=0
thanx really appreciate it
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