To isolate the x,we can just divide both sides of this equation by 3.
For at isolere x,kan vi dividere begge sider af ligningen med 3.
Divide both sides by 5, to solve for x.
Vi dividerer begge sider med 5 for at løse for x.
And now, to solve this, we just have to divide both sides by 0.30.
For at løse ligningen skal vi dividere begge sider med 0,30.
We can divide both sides by 2.
Vi dividerer begge sider med 2.
Multiply both sides by 1/2 or divide both sides by 2.
Vi ganger begge sider med 1/2 eller dividerer begge sider med 2.
Let's divide both sides by'a.
Lad os dividere begge sider med a.
We could multiply both sides by two. And divide both sides by B.
Vi kan gange begge sider med 2 og dividere begge sider med B.
And then divide both sides by 2.
Så dividerer vi begge sider med 2.
Divide both sides by 2, you get x 75.
Divider begge sider med 2, så får vi x er lig med 75.
So to solve for this we would just divide both sides of this equation by pi.
For at løse det her, skal vi dele begge sider i den her ligning med pi.
Let's divide both sides of this one by 15.
Lad os dividere begge sider med 15 her.
From equation(18) we see the following: all members of the equation are whole fractions of thetotal energy of the Universe. If we divide both sides of the equation by c0², all members are total fractions of the mass of the Universe. We can therefore also write the equation by means of masses.
Af ligning(18) ser vi følgende:Alle leddene angiver en hel brøkdel af universets totale energi. Hvis vi dividerer på begge side af ligningen med c0², angiver alle leddene en hel brøkdel af universets totale masse. Vi kan derfor også skrive ligningen udtrykt ved massestørrelser.
Let's divide both sides of this equation by 13.
Lad os dividere begge sider af den her ligning med 13.
Now let's divide both sides by negative 7.
Nu kan vi dividere begge sider med 7.
Divide both sides by 2 and you get y is equal to 24.
Divider begge parter med 2, og du får y er lig med 24.
We can divide both sides by 0.45.
Vi kan nu dividere begge sider med 0,45.
Divide both sides by 2, you get negative 6 is equal to y.
Vi dividerer begge sider med 2. Minus 6 er lig med y.
Now let's divide both sides by negative 5.
Lad os dividere begge sider med minus 5.
Divide both sides by four, and we get x is equal to 40.
Hvis vi divderer begge sider med x, får vi x er lig med 40.
And you get x-- divide both sides by 6, you get x is equal to 2.
Vi dividerer begge sider med 6. x er lig med 2.
Divide both sides by 5, you get x is less than 4/5.
Vi dividerer begge sider med 5. Det giver, at x er mindre end 4/5.
We can divide both sides by negative 100.
Vi dividerer begge sider med minus 100.
Now divide both sides no with by 25 you get B is equal to 2A B.
Nu dividerer vi begge sider med 25. B er lig med 2A.
So let's divide both sides of that equation by 3.
Lad os dividere begge sider af ligningen med 3.
Divide both sides by 6, you get x is equal to 30.
Vi dividerer begge sider med 6, og vi får at, x er lig 30.
So let's divide both sides of this equation by negative 21.
Lad os dividere begge sider af ligningen med minus 21.
Divide both sides by 5. x is greater than negative 2.
Vi kan dividere begge sider med 5. x er større end minus 2.
Results: 127,
Time: 0.0523
How to use "divide both sides" in an English sentence
Divide both sides by the coefficient or multiply by the reciprocal.
Divide both sides by to find as the value for .
To solve for x, you just divide both sides by 9.
Divide both sides of the equation by the coefficient of y.
Divide both sides of the equation by -1: x = 7.
We can divide both sides by four to isolate our 𝑥.
Then divide both sides by the remaining coefficient of the variable.
To isolate a, divide both sides of the equation by 3.
Then divide both sides by the number multiplied by the variable.
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