if a=75 and b=98 find the number of zeros ending in a^a*b^b
pls solve with steps including
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The number of zeroes ending in the equation is 346.
Given: The value of a and b.
To find: The number of zeros ending in
Step-by-step explanation:
- A polynomial's zeros are the
values that meet the equation
. The zeros of the polynomial are the values
for which the "
" value is equal to zero, and
is a function of
.
Solution:
⇒ and
⇒ and
∴
∴
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