Объяснение:
1) x*y²=(a*b/c - a*b/c1)*3=a*b*(1/c - 1/c1)*3 > y=√(a*b*(1/c - 1/c1)*3/x)
===
2) y+y*a*b/c²=a+b
y*a*b/c² - b=a-y
b*(y*a/c²-1)=a-y
b=(a-y)/(y*a/c²-1)
3) (to/t)²=1-v²/c²
v²/c²=1-(to/t)²
c=v/√(1-(to/t)²)
v=c*√(1-(to/t)²)
Объяснение:
1) x*y²=(a*b/c - a*b/c1)*3=a*b*(1/c - 1/c1)*3 > y=√(a*b*(1/c - 1/c1)*3/x)
===
2) y+y*a*b/c²=a+b
y*a*b/c² - b=a-y
b*(y*a/c²-1)=a-y
b=(a-y)/(y*a/c²-1)
===
3) (to/t)²=1-v²/c²
v²/c²=1-(to/t)²
c=v/√(1-(to/t)²)
v=c*√(1-(to/t)²)