(cosx-cosy)^2-(sinx-siny)^2=-4sin (x-y)/2 cos(x+y)​

(2sqr(70)-2sqr(28))/(2sqr(35)-3sqr(14))=

2(sqr(70)-sqr(28)/(2sqr(35)-3sqr(14))=

2(sqr(7)sqr(10)-sqr(7)sqr(4))/(2sqr(7)sqr(5)-3sqr(7)sqr(2))=

2sqr(7)(sqr(10)-2)/(sqr(7)(2sqr(5)-3sqr(2))=

2(sqr(10)-2)/ (2sqr(5)-3sqr(2))=

2(sqr(10)-2)*(2sqr(5)+3sqr(2))/ ((2sqr(5)-3sqr(2))*(2sqr(5)+3sqr(2))=

2(sqr(2)sqr(5)-2)*)*(2sqr(5)+3sqr(2))/(4*5-9*2)=

2sqr(5)(sqr(2)-2)*(2sqr(5)+3sqr(2))/2=sqr(5)(sqr(2)-2)*(2sqr(5)+3sqr(2))

8a+6-6b-3a+18=5a-6b+24

y`(x)= 3x²-18x+24

y`(x)=0

d=324-72*4=36

x₁=2   x₂=4(не принадл.)

y(-1)=-1-9-24-7=41

y(3)=27-81+72-7=11

y(2)=8-36+48-7=13

ответ: max|-1; 3|=41