solve the inequality (x^2)+(3x-5)/(x-6)?

Question

help?

(x^2)+(3x-5)/(x-6)<0

Answer 1

(x^2)+(3x-5)/(x-6)?

x^2 is positive
(3x-5)/(x-6)?

3x=5
x=5/3

x-6=0
x=6

in the range -infinity it is positive

in the range 5/3 it is negative

in the range
x>6
it is positive

if x=6
it is indefinite

draw a table put the signs in it .

Answer 2

one million) A = P( one million+r)^t A = 410(one million+.07)² A = 410(one million.07)² A= $469.forty-one 2) Draw 3 overlapping circles. Label one million circle basketball, one volleyball and one soccer. positioned 2 in the area the place all 3 overlap. positioned one million the place in simple terms basketball and soccer overlap. positioned 2 the place volleyball and soccer overlap. positioned one million the place basketball and volley ball overlap (i think of you have a typo here). upload up what's already in the basketball circle (4) so in simple terms 4 are left to easily play basketball. upload up what's already in the volleyball circle(5) so in simple terms 4 are left to easily play volleyball. upload up what's already in the soccer circle(5) so in simple terms 5 are left to easily play soccer. Now discover the full of all your numbers and that's your answer.