Math, asked by anitha1525, 6 months ago

The value of ( secθ+ tanθ) (1- sinθ) is equal to
sinθ

cosθ

cosecθ

secθ

Answers

Answered by rajunaga110

1

Answer:

((1/cosΦ)+(sinΦ/cosΦ))(1-sinΦ)

(1+sinΦ)/cosΦ*(1-sinΦ)

(1-sin^2Φ)/cosΦ

cos^2Φ/cosΦ

cosΦ

Previous Question

Next Question

Similar questions

Math, 3 months ago

mode= ______median -_______mean...

Math, 3 months ago

For what value of a, the given condition is undefined? a/(8 - a)...

English, 3 months ago

explain why 3*5*7*9*11+11 is a composite number ? I will mark he or she as brainliest ...

Math, 6 months ago

the solution of the eqation ax+b=0 is in choose format...

Math, 6 months ago

find the HCF for the following pairs of numbers using Euclid's algorithm. (1) 18 and 24 .(2) 70 and 30 (3) 56 and 88 (4) 475 and 495 (5) 75 and 243 (6) 100 and 190 (7) 105 and 120 (8) 240 and 155 (9) 963 and 667 (10) 592 and 252 (11) 506 and 1155.

Computer Science, 10 months ago

write a program in java to display the first ten terms of the following series: 0, 7 , 26...

Math, 10 months ago

Which one is greater 6 or 0.66...

Chemistry, 10 months ago

Complete the reaction MgCl2 +NaOH...