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

o2xo1xo2xo2

o to the power


Answer:_______________




2)  

 Using laws of exponents, simplify in the exponential form

v0xv5xv3xv5

v to the power


Answer:_______________




3)  

 Using laws of exponents, simplify in the exponential form

k1xk2xk2xk1

k to the power


Answer:_______________




4)  

 Using laws of exponents, simplify in the exponential form

d1xd6xd3xd8

d to the power


Answer:_______________




5)  

 Using laws of exponents, simplify in the exponential form

w2xw2xw3xw1

w to the power


Answer:_______________




6)  

 Using laws of exponents, simplify in the exponential form

l0xl1xl2xl4

l to the power


Answer:_______________




7)  

 Using laws of exponents, simplify in the exponential form

q3xq5xq3xq3

q to the power


Answer:_______________




8)  

 Using laws of exponents, simplify in the exponential form

y3xy1xy2xy6

y to the power


Answer:_______________




9)  

 Using laws of exponents, simplify in the exponential form

e5xe4xe2xe8

e to the power


Answer:_______________




10)  

 Using laws of exponents, simplify in the exponential form

b0xb5xb4xb0

b to the power


Answer:_______________




 

1)  

 Using laws of exponents, simplify in the exponential form

c2xc1xc2xc2

c to the power Answer: 7


SOLUTION 1 :

Soln  :

c2xc1xc2xc2   =  c(2+1+2+2)

                        =  c7



2)  

 Using laws of exponents, simplify in the exponential form

l0xl5xl3xl5

l to the power Answer: 13


SOLUTION 1 :

Soln  :

l0xl5xl3xl5   =  l(0+5+3+5)

                        =  l13



3)  

 Using laws of exponents, simplify in the exponential form

o1xo2xo2xo1

o to the power Answer: 6


SOLUTION 1 :

Soln  :

o1xo2xo2xo1   =  o(1+2+2+1)

                        =  o6



4)  

 Using laws of exponents, simplify in the exponential form

u1xu6xu3xu8

u to the power Answer: 18


SOLUTION 1 :

Soln  :

u1xu6xu3xu8   =  u(1+6+3+8)

                        =  u18



5)  

 Using laws of exponents, simplify in the exponential form

y2xy2xy3xy1

y to the power Answer: 8


SOLUTION 1 :

Soln  :

y2xy2xy3xy1   =  y(2+2+3+1)

                        =  y8



6)  

 Using laws of exponents, simplify in the exponential form

a0xa1xa2xa4

a to the power Answer: 7


SOLUTION 1 :

Soln  :

a0xa1xa2xa4   =  a(0+1+2+4)

                        =  a7



7)  

 Using laws of exponents, simplify in the exponential form

z3xz5xz3xz3

z to the power Answer: 14


SOLUTION 1 :

Soln  :

z3xz5xz3xz3   =  z(3+5+3+3)

                        =  z14



8)  

 Using laws of exponents, simplify in the exponential form

l3xl1xl2xl6

l to the power Answer: 12


SOLUTION 1 :

Soln  :

l3xl1xl2xl6   =  l(3+1+2+6)

                        =  l12



9)  

 Using laws of exponents, simplify in the exponential form

u5xu4xu2xu8

u to the power Answer: 19


SOLUTION 1 :

Soln  :

u5xu4xu2xu8   =  u(5+4+2+8)

                        =  u19



10)  

 Using laws of exponents, simplify in the exponential form

x0xx5xx4xx0

x to the power Answer: 9


SOLUTION 1 :

Soln  :

x0xx5xx4xx0   =  x(0+5+4+0)

                        =  x9