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`77 le w le 153``109 le w le 218``536 le w le 1,071``765 le w le 1,530`

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00:00 - 00:59 | question told that dogs need 8.5 to 17 ounces of water each day for every 10 pounds of the weight Everett has two dogs Ringo is a 35 pound black lab mix and Elvis is a 55 lb bigger which of the following ranges present the approximate total number of Oz of water w that Elvis and Ringo need in a week so costly say that X is amount water Neeraj buy dog in a day for |

01:00 - 01:59 | 10 pounds of 8 weight so we will get 8.5 less than X which is less than 78.5 70 now that why in the out of water needed buy a dog in a week 10 pounds is weight so what will have to do is multiplied |

02:00 - 02:59 | both sides of the inequality by 7 because their 7 is not so we will do that 8.5 into why less than 17 and 27 this is acting nothing but 59.5 less than why less than 119 pound weight required for 10 pounds of its weight for the amount of water required by a dog for 10 power with no pic sunao hue aap Ringo always which are everything to dogs in nothing but |

03:00 - 03:59 | 35 + 55 so this comes up to be 90 pounds so now the amount of water required for 10 pounds of its weight then which is the water required by Ringo and delete in a week ago and I was no we will be why in 299 into 10 is 1950 X both sides by 9.5 into less than ww2 water required by import dogs in a week into what is 35.5 |

04:00 - 04:59 | w 107 1st round of this paper to the nearest 36 less than w 10711 we can see that option is the correct answer |

**Inequation and signs of inequality**

**Linear inequation in one variable **

**Linear equation in two variable **

**Quadratic inequation**

**steps and the solution set for the given inequation**

**Solving linear inequation in one variable **

**Solve `(i) 3x+17<=2(1-x), (ii) ((5x-2)/3)-((7x-3)/5)>x/4`**

**Algorithm to solve inequations of the form `(ax+b)/(cx+d)`**

**If a is a positive real no. then `(i)|x|lta (ii)|x|>a`**

**Let `a;b` be positive real no. ; `alt|x|ltb` (ii) `ale|x|leb` (iii) `ale|x-c|leb` (iv)`alt|x-c|ltb`**