make m the subject of the formula mg-t= ma
mg-t = ma
mg-ma = t
m(g-a) = t
m = t/(g-a)
m g - t = m a
Subtract ma to both sides
m g - m a - t = 0
m ( g - a ) - t = 0
Add t to both sides
m ( g - a ) = t
Divide both sides by g - a
m = t / ( g - a )
Why did m become the subject of the formula mg - t = ma? Because it wanted to be the center of attention! Now, let's give m the spotlight it craves.
To make m the subject of the formula, let's rearrange the equation step by step:
Start with: mg - t = ma
Add t to both sides to get rid of the pesky t: mg = ma + t
Now, let's factor out m on the right side of the equation: mg = m(a + t)
Lastly, divide both sides by (a + t) to isolate m: m = mg / (a + t)
There you have it! M has taken the leading role in the formula, and is now the subject! Bravo, m! Bravo!
To make "m" the subject of the formula mg - t = ma, we need to isolate "m" on one side of the equation.
Step 1: Move "t" to the other side of the equation by adding it to both sides:
mg - t + t = ma + t
Simplified: mg = ma + t
Step 2: Factor out "m" on the right side of the equation:
mg = m(a + t)
Step 3: Divide both sides by (a + t) to isolate "m":
mg / (a + t) = m
Therefore, "m" can be expressed as m = mg / (a + t).
To make "m" the subject of the formula "mg - t = ma," we need to isolate "m" on one side of the equation. Here's how you can do it:
Step 1: Start with the given formula: mg - t = ma.
Step 2: Distribute "m" on the left side of the equation: mg - t = ma. This becomes mg - mt = ma.
Step 3: Group the terms that contain "m" together: mg - mt = ma. Rearrange this as mg - ma = mt.
Step 4: Factor out "m": m(g - a) = mt.
Step 5: Divide both sides of the equation by (g - a): (m(g - a))/(g - a) = (mt)/(g - a).
Step 6: Simplify the equation: m = (mt) / (g - a).
Therefore, "m" is the subject of the formula.