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Nasir bought $9$ storage bins that were each the same price. He used a coupon for $\text{\$}63$ off the entire purchase. The cost for the entire purchase after using the coupon was $\text{\$}27$. What was the original price, in dollars, for $1$ storage bin?

How many solutions exist to the equation shown above?

$x+40=95$

What value of $x$ is the solution to the given equation?

If $2x=12$, what is the value of $9x$?

$5(t+3)-7(t+3)=38$

What value of $t$ is the solution to the given equation?

If $5\left(x+4\right)=4\left(x+4\right)+29$, what is the value of $x+4$?

Cathy has n CDs. Gerry has 3 more than twice the number of CDs that Cathy has. In terms of n, how many CDs does Gerry have?

If $x=7$, what is the value of $x+20$?

A gym charges its members a onetime $\$36$ enrollment fee and a membership fee of $\$19$ per month. If there are no charges other than the enrollment fee and the membership fee, after how many months will a member have been charged a total of $\$188$ at the gym?

If $7x=28$, what is the value of $8x$?

The Townsend Realty Group invested in the five different properties listed in the table above. The table shows the amount, in dollars, the company paid for each property and the corresponding monthly rental price, in dollars, the company charges for the property at each of the five locations. Townsend Realty purchased the Glenview Street property and received a 40% discount off the original price along with an additional 20% off the discounted price for purchasing the property in cash. Which of the following best approximates the original price, in dollars, of the Glenview Street property?

If $4x+2=12$, what is the value of $16x+8$?

For what value of w does  ?

What value of p is the solution of the equation above?

If $6+x=9$, what is the value of $18+3x$?

Each side of a $30$-sided polygon has one of three lengths. The number of sides with length $8 \text{centimeters} \left(\text{cm}\right)$ is $5$ times the number of sides $n$ with length $3 \text{cm}$. There are $6$ sides with length $4 \text{cm}$. Which equation must be true for the value of $n$?

If , what is the value of ?

$-3x+21px=84$

In the given equation, $p$ is a constant. The equation has no solution. What is the value of $p$?

If $2(3t-10)+t=40+4t$, what is the value of $3t$?

If $\frac{x+6}{3}=\frac{x+6}{13}$, the value of $x+6$ is between which of the following pairs of values?

If , what is the value of ?

If , what is the value of x ?

If $2+x=60$, what is the value of $16+8x$?

Megan’s regular wage at her job is p dollars per hour for the first 8 hours of work in a day plus 1.5 times her regular hourly wage for work in excess of 8 hours that day. On a given day, Megan worked for 10 hours, and her total earnings for that day were $137.50. What is Megan’s regular hourly wage?

If , what is the value of ?