Step-by-step explanation:
Correct option is
Correct option isD
Correct option isDLMN=30
Correct option isDLMN=30 Solve:
Correct option isDLMN=30 Solve: Given,
Correct option isDLMN=30 Solve: Given, L=∑r=72400log7(rr+1)
Correct option isDLMN=30 Solve: Given, L=∑r=72400log7(rr+1)⇒L=log7(78)+log7(89)+log7(910)+−⋯+log7(24002401)
Correct option isDLMN=30 Solve: Given, L=∑r=72400log7(rr+1)⇒L=log7(78)+log7(89)+log7(910)+−⋯+log7(24002401) We know that
Correct option isDLMN=30 Solve: Given, L=∑r=72400log7(rr+1)⇒L=log7(78)+log7(89)+log7(910)+−⋯+log7(24002401) We know that loga+logb=logab
Correct option isDLMN=30 Solve: Given, L=∑r=72400log7(rr+1)⇒L=log7(78)+log7(89)+log7(910)+−⋯+log7(24002401) We know that loga+logb=logab⇒L=log7(78)×(89)×(910)×…×(2400401)
Correct option isDLMN=30 Solve: Given, L=∑r=72400log7(rr+1)⇒L=log7(78)+log7(89)+log7(910)+−⋯+log7(24002401) We know that loga+logb=logab⇒L=log7(78)×(89)×(910)×…×(2400401)⇒L=log7(
N-9=14
that's just an example. what it equals to can be anything really
Answer:
C 30%
Step-by-step explanation:
87.50/125= 0.70
1-0.7-0.3
The ratio of similar areas is the square of the ratio of the scale factor.
Circle R's sector is (5/2)² = 25/4 the area of Circle Q's sector.