A.) 1. Can 10,05011 = solution :( given that ✗ is can CCX ) CLX ) __ ( flat = = a non negative - printing cost + less than integer ) or equal 5007 To ✗ cost (10,000+50) ✗ (10,050711 CCX )= 10,050 ✗ b.) Yes this relation is , of Eun value Also . through passes function a , graph of the Vertical the is It . because relation this line test value of each tells associated is ✗ that it is a with exactly one function because it . mm 2001000 ..• a. ( 1×1=10,050 ✗ × 100,000 Clot 10,050107=0 0 I CCI )= 2 (121--10,05012)=20,100 • • go , ooo 10,050117=10,050 80,000 • 70,000 3 cl37= 4 cnn.io#n=iio.noo 10,050137=30,150 • oooo 501000 5 V5) 6 Che )= 10,050167=60,300 40,000 7 CG )= 10,050171=701350 30,000 8 CCD -10,050187=80,400 -40,050157=50,250 • - 9 10 20,000 " V9 ) -10,050197=901450 • 10,000 CHOI -40,050197=100,500 MM • 0 I 2 3 4 5 6 7 8 9 to 11B$ MM c.) :{ D ✗ I ✗ ER , 01×5500 } or D :[ 0 , explanation d) R :X should :{ ugly the HI A. be a non 500 bhunld that the company explanation 2. Evaluate 500 ] : is if a non - negative it is not possible to produce negative integer because be the maximum value of the domain because it is small and can only print 500 books per month - amount is of books stated in 7-9 10,050 that is less -1hm 502.5005 UH 10,050 X , then the domain should be less than is 502,500 f- ( 500 ) which negative multiple of = a positive multiple 2 , b. Iim 1×2+2×-17=(512-1215)-1 25+10-1=35-1--34 ✗→ 5 (23-19)=1713-19--343+9 C. Liff a. live.FI#--T-+t;---=fE+----fy---r-yr=Z-or1E e. = 352 .IE#=4fiEYI---:YE?F-,--.:EI-.-- I;÷,= :-( ¥1 solution : indeterminate ¥ My.IE?z---l2k?x-f2#h--2x-?---2l-Ef-B> Iim ✗→ -312 f. "¥¥= = ) -6 -6 limf.EE#xis---YIF+-zEI.?-c.n+s----------+-s-- -4+1-1-+5=3--4--8-1 indeterminate ) ✗ problem . and 01×4-500 that is 7-3137 Also , the following limits (7-311) . → -1 solution ! ¥¥,¥I¥÷i+s=¥¥Y¥+É , -_ 2×-1=21-11-1 ✗ 2-1×+5 (-154-14)-15 ¥¥¥+¥÷*= -1 = -4-+1--5+57=-1 of 10,050