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w=4g+13w=4g+\frac{1}{3}w=4g+31
w=4g+96w=\frac{4g+9}{6}w=64g+9
w=4g+39w=\frac{4g+3}{9}w=94g+3
w=g+39w=\frac{g+3}{9}w=9g+3
a=ac+2w14a=\frac{ac+2w}{14}a=14ac+2w
a=2w14−ca=\frac{2w}{14-c}a=14−c2w
a=2w14+ca=\frac{2w}{14+c}a=14+c2w
a=ac+14w14a=\frac{ac+14w}{14}a=14ac+14w
Make x the subject
x=3+8yy−1x=\frac{3+8y}{y-1}x=y−13+8y
x=y−3y+8x=\frac{y-3}{y+8}x=y+8y−3
x=xy−8y−3x=xy-8y-3x=xy−8y−3
x=8y−3y+1x=\frac{8y-3}{y+1}x=y+18y−3
Make w the subject
w=5g−gww=5g-gww=5g−gw
w=g−15gw=\frac{g-1}{5g}w=5gg−1
w=gw−5gw=gw-5gw=gw−5g
w=5gg−1w=\frac{5g}{g-1}w=g−15g
y=2x−31−xy=\frac{2x-3}{1-x}y=1−x2x−3
y=xy+2x−3y=xy+2x-3y=xy+2x−3
y=1−x2x−3y=\frac{1-x}{2x-3}y=2x−31−x
y=2x−3x+1y=\frac{2x-3}{x+1}y=x+12x−3
y=c−w−4ay=\frac{c-w}{-4a}y=−4ac−w
y=3c−w−4ay=^3\sqrt{\frac{c-w}{-4a}}y=3−4ac−w
y=c−w+4ay=c-w+4ay=c−w+4a
y=3c−w+4ay=^3\sqrt{c-w+4a}y=3c−w+4a
p=πy+21+3πp=\frac{\pi y+2}{1+3\pi}p=1+3ππy+2
p=πy−3π+2p=\pi y-3\pi+2p=πy−3π+2
p=πy+23πp=\frac{\pi y+2}{3\pi}p=3ππy+2
p=3π−1πy+2p=\frac{3\pi-1}{\pi y+2}p=πy+23π−1
m=Egh+14v2m=\frac{E}{gh}+\frac{1}{4}v^2m=ghE+41v2
m=gh+14v2Em=\frac{gh+\frac{1}{4}v^2}{E}m=Egh+41v2
m=E(gh+14v2)m=E\left(gh+\frac{1}{4}v^2\right)m=E(gh+41v2)
m=Egh+14v2m=\frac{E}{gh+\frac{1}{4}v^2}m=gh+41v2E
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