"The product of seven and a number " is. "Twenty subtracted from the product of seven and a number" is. "Exceeds one hundred" means that this is greater than one hundred, so the correct inequality is

"The sum of a number and sixteen" is translates to; twice that sum is. " Is no less than sixty" means that this is greater than or equal to sixty, so the desired inequality is

.

"The sum of a number and sixteen" translates to; twice that sum is. "Does not exceed eighty" means that it is less than or equal to eighty, so the desired inequality is

The way the sentence is phrased suggests that the person can spend up todollars but not a penny more. This suggests that, the amount spend can bebut not exceed it.

So your answer is:

Seven less than two times a number is greater than fourteen.

Let's look at the problem step by step.

If we do not know the value of a number, we give it a variable name. Let's sayx. So, we see in the problem

Seven less than two timesa numberis greater than fourteen.

So, we will replaceanumberwithx.

Seven less than two timesxis greater than fourteen.

Now, we see that is says "two times" x, so we will write it like

Seven less than2xis greater than fourteen.

这个问题说“七不”超过2 x。这个简单的means we are taking 2x and subtracting seven. So we get

2x -7is greater than fourteen

We know the symbol for "is greater than". We can write

2x - 7 >fourteen

Finally, we write out the number fourteen.

2x - 7 > 14

To solve, you must convert the statement into an expression. The key work is "is". Whatever is on the left of that in the sentence will be on the left side of the expression. The same goes for the right. Thus,is on the left andis on the right.

Write the following as a mathematical inequality:

A number is less than or equal to three times the sum of another number and five.

Let's begin with

"A number" let's call it x

"...is less than or equal to..."

So far we have:

Now,

"...three times..."

"...the sum of another number and five."

So, all together:

Break up the statement by parts. Let that number be.

Twice a number:

Two less than twice a number:

Less than two:

Combine the parts.

The answer is:

Break up the sentence into parts. Let the number be.

Twice a number:

Three less than twice a number:

Three less than twice a number is more than:

Three times the number:

Combine the terms to form the inequality.

The answer is:

Let a number be. Split up the problem into parts.

A number less than three:

Is less than three:

Combine all the terms.

The answer is: