1-2*sin(23*x) если x=1 (упростите выражение)

$$- 2 sin{left (23 x right )} + 1$$

$$- 2 sin{left (23 x right )} + 1$$

1 – 2*sin(23*(1))

$$- 2 sin{left (23 (1) right )} + 1$$

1 – 2*sin(23)

$$1 – 2 sin{left (23 right )}$$

1 – 2*sin(23)

$$1 – 2 sin{left (23 right )}$$

1.0 – 2.0*sin(23*x)

23 10 13 14 9 6 17 18 5 2 21 22 20 3 4 19 16 7 8 15 12 11
1 + 2*sin (x) – 2288132*cos (x)*sin (x) – 1634380*cos (x)*sin (x) – 201894*cos (x)*sin (x) – 67298*cos (x)*sin (x) – 506*cos (x)*sin (x) – 46*cos (x)*sin(x) + 3542*cos (x)*sin (x) + 17710*cos (x)*sin (x) + 490314*cos (x)*sin (x) + 980628*cos (x)*sin (x) + 2704156*cos (x)*sin (x)

$$2 sin^{23}{left (x right )} – 506 sin^{21}{left (x right )} cos^{2}{left (x right )} + 17710 sin^{19}{left (x right )} cos^{4}{left (x right )} – 201894 sin^{17}{left (x right )} cos^{6}{left (x right )} + 980628 sin^{15}{left (x right )} cos^{8}{left (x right )} – 2288132 sin^{13}{left (x right )} cos^{10}{left (x right )} + 2704156 sin^{11}{left (x right )} cos^{12}{left (x right )} – 1634380 sin^{9}{left (x right )} cos^{14}{left (x right )} + 490314 sin^{7}{left (x right )} cos^{16}{left (x right )} – 67298 sin^{5}{left (x right )} cos^{18}{left (x right )} + 3542 sin^{3}{left (x right )} cos^{20}{left (x right )} – 46 sin{left (x right )} cos^{22}{left (x right )} + 1$$