Scroll:Real number system >> Powers >> saq (4452)

Written Instructions:

For each Multiple Choice Question (MCQ), four options are given. One of them is the correct answer. Make your choice (1,2,3 or 4). Write your answers in the brackets provided..

For each Short Answer Question(SAQ) and Long Answer Question(LAQ), write your answers in the blanks provided.

Leave your answers in the simplest form or correct to two decimal places.


 

1)  

 Using laws of exponents, simplify in the exponential form

t1xt6xt3xt3

t to the power


Answer:_______________




2)  

 Using laws of exponents, simplify in the exponential form

y2xy2xy4xy1

y to the power


Answer:_______________




3)  

 Using laws of exponents, simplify in the exponential form

e3xe5xe2xe1

e to the power


Answer:_______________




4)  

 Using laws of exponents, simplify in the exponential form

b4xb4xb2xb8

b to the power


Answer:_______________




5)  

 Using laws of exponents, simplify in the exponential form

z1xz2xz2xz3

z to the power


Answer:_______________




6)  

 Using laws of exponents, simplify in the exponential form

h5xh2xh3xh4

h to the power


Answer:_______________




7)  

 Using laws of exponents, simplify in the exponential form

i4xi2xi4xi0

i to the power


Answer:_______________




8)  

 Using laws of exponents, simplify in the exponential form

v5xv3xv3xv2

v to the power


Answer:_______________




9)  

 Using laws of exponents, simplify in the exponential form

k0xk3xk2xk5

k to the power


Answer:_______________




10)  

 Using laws of exponents, simplify in the exponential form

l2xl2xl2xl8

l to the power


Answer:_______________




 

1)  

 Using laws of exponents, simplify in the exponential form

a1xa6xa3xa3

a to the power Answer: 13


SOLUTION 1 :

Soln  :

a1xa6xa3xa3   =  a(1+6+3+3)

                        =  a13



2)  

 Using laws of exponents, simplify in the exponential form

u2xu2xu4xu1

u to the power Answer: 9


SOLUTION 1 :

Soln  :

u2xu2xu4xu1   =  u(2+2+4+1)

                        =  u9



3)  

 Using laws of exponents, simplify in the exponential form

j3xj5xj2xj1

j to the power Answer: 11


SOLUTION 1 :

Soln  :

j3xj5xj2xj1   =  j(3+5+2+1)

                        =  j11



4)  

 Using laws of exponents, simplify in the exponential form

v4xv4xv2xv8

v to the power Answer: 18


SOLUTION 1 :

Soln  :

v4xv4xv2xv8   =  v(4+4+2+8)

                        =  v18



5)  

 Using laws of exponents, simplify in the exponential form

v1xv2xv2xv3

v to the power Answer: 8


SOLUTION 1 :

Soln  :

v1xv2xv2xv3   =  v(1+2+2+3)

                        =  v8



6)  

 Using laws of exponents, simplify in the exponential form

k5xk2xk3xk4

k to the power Answer: 14


SOLUTION 1 :

Soln  :

k5xk2xk3xk4   =  k(5+2+3+4)

                        =  k14



7)  

 Using laws of exponents, simplify in the exponential form

o4xo2xo4xo0

o to the power Answer: 10


SOLUTION 1 :

Soln  :

o4xo2xo4xo0   =  o(4+2+4+0)

                        =  o10



8)  

 Using laws of exponents, simplify in the exponential form

x5xx3xx3xx2

x to the power Answer: 13


SOLUTION 1 :

Soln  :

x5xx3xx3xx2   =  x(5+3+3+2)

                        =  x13



9)  

 Using laws of exponents, simplify in the exponential form

l0xl3xl2xl5

l to the power Answer: 10


SOLUTION 1 :

Soln  :

l0xl3xl2xl5   =  l(0+3+2+5)

                        =  l10



10)  

 Using laws of exponents, simplify in the exponential form

s2xs2xs2xs8

s to the power Answer: 14


SOLUTION 1 :

Soln  :

s2xs2xs2xs8   =  s(2+2+2+8)

                        =  s14