Find all integral values of y that make the inequality true. Use interval notation to describe the set of values included. Example, write y = [4,8], or simply [4,8], if the values of y are 4, 5, 6, 7, & 8; write [-4+inf.), if the values of y is from -4 up to +0; write [-4,-10] or [2,11], if the values of y are either from -4 up to -10, or from 2 up to 11, etc. (Do not make any space between numbers or symbols). 1. (15/2)-y<6.9 2. (y/2)+(11/4) <11 3. y-(4/3) 24 Refer to the table below for the data in order to answer the questions asked. Write your answers without space or comma (i.e. write 3456 and not 3,456; or not 3 456). 1 nXYZnXYZ 2 -10 3 67 -5 3 57 8 -4 5 78 9 -3 7 2 3 -9 13 4 -8 4 5 5 -7 99 10-2 9 -61 10 11-1 10 6 _4. Exx,z, 5.Y,(x,-Z) i-6 _6.Σ.xyz, H _7. [|(Y-X_Z) Find the total number of distinct prime divisors of the number n. Identify the greatest prime divisor. (Write your answers in exactly this manner: 2317;8 if the greatest prime divisor of n is 2317 and the total number of prime divisors of n is 8) 8. n=(15! +20!) 9. n=511-46! 50! 10. n = -25! 30! 11. n= (15!) (67!) + (78!) Give the 11th pair of integral values of x and y, where x < 0 and y < 0, that satisfies each of the given equations. (Write your answer in exactly this manner: 3,-5 if the value of x is 3 and the value of y is -5. There is no space between 3 and -5) 12. 12x-18y=48 13.57x-54y=-33 14. -49x+28y=63 15.-72x+18y=36 16. 53x-81y=-126