Question

1 ) How can we express algebraic

a ) z + 1 = ?
b ) z - 1 = ?
c ) y + 17 = ?
d ) y-160 = ?
e ) 4/17 = ?
f ) 5z = ?
g ) 5/x = ?
h ) -m-7 = ?
i ) p/5 + 2 = ?
j ) 5/y + (-2) = ?
k) -7m-3 = ?
l ) -5m + (-4) = ?

Answer 1

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a ) z + 1 = 1 is added to z.

b ) z - 1 = 1 is subtracted from z.

c ) y + 17 = 17 is added to y.

d ) y - 160 = 160 is subtracted from y.

e ) $\frac{4}{17}$ = 4 is divided by 17.

f ) 5z = z is multiplied by 5.

g ) $\frac{5}{x}$ = 5 is divided by x.

h ) -m-7 = 7 is subtracted from -m.

i ) $\frac{p}{5}$ + 2 = P is divided by 5 and then 2 is added.

j) $\frac{5}{y}$ + (-2) = 5 is divided by y and -2 is added.

k ) -7m -3 = -7 is multiplied by m and then 3 is subtracted from it.

l ) -5m + (-4) = m is multiplied by (-5) and then added to -4

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Answer 2

Required Answers

a ) z + 1 = 1 is added to z.

b ) z - 1 = 1 is subtracted from z.

c ) y + 17 = 17 is added to y.

d ) y - 160 = 160 is subtracted from y.

e )$\frac{4}{17}$ = 4 is divided by 17.

f ) 5z = z is multiplied by 5.

g ) $\frac{5}{x}$ = 5 is divided by x.

h ) -m-7 = 7 is subtracted from -m.

i )$\frac{p}{5}$ + 2 = P is divided by 5 and then 2 is added.

j) $\frac{5}{y}$ + (-2) = 5 is divided by y and -2 is added.

k ) -7m -3 = -7 is multiplied by m and then 3 is subtracted from it.

l ) -5m + (-4) = m is multiplied by (-5) and then added to -4

More to know

What is algebraic expression ?

Algebraic expression are expressions formed the variables and constant.A variable can take any value.

Examples Of Algebraic Expression

3x + 4y – 7,  4x – 10, etc.

These expressions are represented with the help of unknown variables, constants and coefficients. The combination of these three is said to be an expression. It is to be noted that, unlike the algebraic equation, an algebraic expression has no sides or equal to sign. Some of its examples include

• 3x + 2y – 5
• x – 20
• 2x² − 3xy + 5

Types of Algebraic Expression.

There are three main types of algebraic expressions :-

• Monomial Expression.
• Binomial Expression.
• Polynomial Expression.