# Hotmath

Give a variable expression depicting the given statement.

The quotient when a number
*
c
*
is divided by twelve

Give a variable expression depicting the given statement.

The sum of a number
*
x
*
and a number
*
y
*
, multiplied by eighty–two

Give a variable expression depicting the given statement.

A number
*
a
*
divided by the remainder of seventy–four minus twenty

Give a variable expression depicting the given statement.

The product of a number
*
d
*
and two more than the sum of eight and eleven

Translate the verbal phrase into an algebraic expression.

A number divided by the sum of 5 and another number.

Find the equation or inequality describing the word statement.

Four times a number
*
a
*
is greater than sixteen.

Find the equation or inequality describing the word statement.

Six less than the product of a number
*
v
*
and two equals eight.

Find the equation or inequality describing the word statement.

Three divided by the product of four and a number
*
r
*
is less than thirty–six.

Find the equation or inequality describing the word statement.

The quotient when the sum of five and
*
x
*
is divided by three is forty–two.

Find the equation or inequality describing the word statement.

The product of
*
x
*
and the difference of seven minus two is equal to
*
x
*
.

Find the equation or inequality describing the word statement.

Thrice a number is equal to the product when the sum of the number and five is multiplied by six.

Match the verbal phrase with its algebraic expression.

The sum of a number and 7.

A. 7
*
y
*

B. 7 +
*
n
*

C. 7 +
*
m
*

D. 2
*
s
*
+ 6

E.
*
x
*
– 7

F. 7 –
*
x
*

Give a variable expression depicting the given statement.

The greatest of three consecutive whole numbers, the smallest of which is
*
c
*

Give a variable expression depicting the given statement.

The greatest of four consecutive even numbers following the even number
*
a
*

Write a variable expression for the smaller number, if the difference between two numbers is nine and the greater number is
*
a
*
.