Question

Записать в виде обычной матматичской формулы )) 1) y: =2*sin(x)*sqrt(x+sqrt(abs( 2) y: = sqrt(sin(x)+sin(sqrt( 3) y: = sqrt(abs(x-1)+sqrt(sin( 4) y: =(5*sin(x) +4)/2*15*sin(sqrt(x)) 5) k+15*x/(2*sin(x)) 6) y: =sin(sqr(x)+sqr(sin(x)) 7) a+b/b+c 8) l/2*a*b*sin(x) 9) abs(2*sin(a/2)*cos(b/2)) за )

Answer 1

$\text{1) }2\sin x\sqrt{x+\sqrt{|x|}}\\ \text{2) }\sqrt{\sin x+\sin\sqrt x}\\ \text{3) } \sqrt{|x-1|+\sqrt{\sin x}}\\ \text{4) } \dfrac{5\sin x +4}2\cdot15\sin\sqrt x\\ \text{5) }k+\dfrac{15x}{2\sin x}\\ \text{6) }\sin(x^2+\sin^2x)\\ \text{7) }a+\dfrac bb+c\\ \text{8) }\dfrac l2ab\sin x\\ \text{9) }\left|2\sin\dfrac a2\cos\dfrac b2\right|$