Mohamed and Li Jing were asked to find an explicit formula for the sequence -5\,,-25\,,-125\,,-625,...−5,−25,−125,−625,...Minus,
ANTONII [103]
Answer:
the equation is given as 
Explanation:
As the sequence is given as −5,−25,−125,−625,...
From this the first term is given as
a1=-5
Now the relation between this term and the next term is to be observed.
d=a2-a1=-25-(-5)=-25+5=-20
d=a3-a2=-125-(-25)=-125+25=-100
Now it is observed that the difference is not same this indicates that the relation is not arithmetic.
next up is the geometric sequence so the value of ratio is given as
r=a2/a1=-25/-5=5
r=a3/a2=-125/-25=5
As the ratio is same this indicates, this is a geometric sequence.
Now for the geometric sequence, the value of the general term is given as

Here a1=-5 and r=5 so the equation is given as

Some places have boundaries and some do not have them
Answer:
56
Explanation:
F1 individuals are heterozygous. The F2 generation is a dihybrid cross and it will have offsprings in the ratio of 9:3:3:1. The dominant phenotypes are in the frequency of 9/16. Then the total number of the offsprings will be : (9/16)*100=56.25