Please help! Geometric progression

t1,t2,t3...

t4+t5=3

t9+t10=9375

Determine the progression

The next three terms of the geometric sequence t^8, t^5, t^2 are:

t^(-1), t^(-4), t^(-7)

Step-by-step explanation:

t^5/t^8=t^(5-8)=t^(-3)

t^2/t^5=t^(2-5)=t^(-3)

The common ratio is t^(-3)

The next three terms are:

t^2*t^(-3)=t^(2-3)=t^(-1)

t^(-1)*t^(-3)=t^(-1-3)=t^(-4)

t^(-4)*t^(-3)=t^(-4-3)=t^(-7)

The next three terms of the geometric sequence t^8, t^5, t^2 are:

t^(-1), t^(-4), t^(-7)

The next three terms of the geometric sequence t^8, t^5, t^2 are:

t^(-1), t^(-4), t^(-7)

Step

t^5/t^8=t^(5-8)=t^(-3)

t^2/t^5=t^(2-5)=t^(-3)

The common ratio is t^(-3)

The next three terms are:

t^2*t^(-3)=t^(2-3)=t^(-1)

t^(-1)*t^(-3)=t^(-1-3)=t^(-4)

t^(-4)*t^(-3)=t^(-4-3)=t^(-7)

The next three terms of the geometric sequence t^8, t^5, t^2 are:

t^(-1), t^(-4), t^(-7)

Step-by-step explanation:

answer: both chords and diameters have two endpoints on a circle. diameters must intersect the center of a circle.