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Hi everyone.
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So we have these four equations and or expressions in front of us, and we want to know if they are linear equations in one variable.
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A linear equation in one variable is simply an equation that could be written out in this form.
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A, x plus b equals 0.
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So in other words, we have the single variable here, the x, and we just have a constant out in front of it.
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Notice how it's not to the second power or second.
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Squared or anything.
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It's just one single x.
00:36
Then we have a constant or added to a constant, so b, and then it's all set equal to zero.
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Now another way to write this you might see is a x equals negative b, which we'll actually talk about in the second.
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So let's start with a.
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So is negative 7p equals zero a linear equation in one variable? and it is.
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It doesn't look like it at first, but think of it like this.
01:08
So we have ax plus b equal zero for our form, right? so the x is p, but we'll leave it as x over here.
01:21
So a is equal to negative 7, right? and then our b is just simply zero.
01:27
And then the right hand side is already good because it's already set to zero.
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So this meets the condition...