WebΒ β€” you know that you're dealing with.

The sum of twice a number and half the number is 10?

Weblet's call the number we're trying to find x.

Let’s assume that the.

A sum β†’ this means that you are adding something, so you're going to use the + sign;

Algebra expressions, equations, and functions variable.

A sum is the result of adding together a set of numbers.

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Webhow do you define a variable and write an expression for each phrase:

WebΒ β€” we can represent a number in general by #x#.

WebΒ β€” how do you write the expression for:

WebΒ β€” sum says we're adding things together:

Add these things together.

For example, 'the sum of a number and 3' is x + 3;

The sum means to add or + therefore, the sum of a number and 10 can be written.

It is defined as the combination of constants and variables with.

X/2 + 2x = 10.

Let n represent a number.

See the entire explanation below:

2x + 0. 5x =.

WebΒ β€” just convert the sentence into an equation like so:

The sum of a number and 10 is x+10.

We have an unknown number (let's call it x) as what we're adding, and we have.

According to the problem, the sum of twice the number (2x) and half the number (0. 5x) is 10.

Sum = 256. 25.

That means that twice that number would be 2 times that number or 2x.

Halving a number means dividing it by two, so the expression that shows the half of a number is #x/2#, since you.

WebΒ β€” learn to translate many common phrases into mathematical expressions.

WebΒ β€” let's say that our number that we don't yet know the value of is x.

A sum is the total amount.

Given the sum of twice a number and half the number is 10.

Webthe expression (1/2)[x+10] represents the one half of the sum of a number and 10.

Webdetailed step by step solution for the sum of twice a number and half the number is 10

Let the number be x x x.

WebΒ β€” to solve the equation β€œthe sum of twice a number and half the number is 10,” we can translate this statement into a mathematical expression.

First, let's call a number n.

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2x + \frac {x} {2} = 10 2x+2x=10.

+ and it equals 10:

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Therefore, the required number is 4.

+ = 10.

Half of the sum is (x+10)/2.

Write the equation based on the given information:

Let the number be x.

2x + \frac {x} {2} = \frac {4x + x} {2} =.

Of a number β†’ this means that you're.

So we can write an equation:

X + 4x /2 = 10.

'the square of 3 times a number' is.