os(y) = 0.5 0+1= sec² + 1 ²+x 1 y y= a.v¹yT4 b. 0 < 4y - 4 c.-3x+4 <0 d. 3x - 4y < 0 e. 3x + 4y > (-20) f.-3x18 <0 9) Set both inequalities greater than (>) or less than (<) zero. Transform the second inequality so both have the same inequality symbol. Apply the Transitive Property and solve. Make sure the leading coefficient is positive. x-7154 1-4y < 6→ Combined inequality a. 0> 4y +7 b. +2> 0 c. x+4y> 7 d. z 12 > 0 e. 0> (-4y-5) f. x - 4y > 5 z-7> 5 and 1-4y < 6 ©2015, Responsive Education Solutions. All rights reserved. Reproduction of all or portions of this work is prohibited without express written permission from Responsive Education Solutions. tan² 0+1=sec²0 y=-x+5 COS=1 cot²0+1=csc²0 PREVIOUS 9+ > + f(x)} =+ x² + x + 9 + 7 sin² 8+ cos²8-1 NEXT y=ax²+bx+c +9+7 x) = x² + 6x + y = ax²+bx+c y=1/2x+2 20=10+ cos²0=1 y=-x+5 REVIEW tan² 0+1=sea flx) = (x+3) SAVE & EXIT

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