Math, asked by chjangaiahchjangaiah, 9 months ago

write log base 5 25=2 in expotential form ​

Answers

Answered by panesarh989
4

Answer:

log

5

(

25

)

=

2

log5(25)=2

For logarithmic equations,

log

b

(

x

)

=

y

logb(x)=y is equivalent to

b

y

=

x

by=x such that

x

>

0

x>0,

b

>

0

b>0, and

b

1

b≠1. In this case,

b

=

5

b=5,

x

=

25

x=25, and

y

=

2

y=2.

b

=

5

b=5

x

=

25

x=25

y

=

2

y=2

Substitute the values of

b

b,

x

x, and

y

y into the equation

b

y

=

x

by=x.

5

2

=

25

52=25

l

o

g

5

(

2

5

)

=

2

log5⁡(25)=2

Answered by Naitik09
0

Answer:

I don't know I'm I n class5

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