Question

4. The length and the breadth of a rectangular park are 125 m and 60 m respectively
What is the ratio of the length to the breadth of the park?​

Answer 1

Step-by-step explanation:

Solution:

We know that,

sec2θ – tan2θ = 1

(sec θ + tan θ) (sec θ – tan θ) = 1

(7) (sec θ – tan θ) = 1 …[sec θ + tan θ = 7; (Given)

∴ sec θ – tan θ = 17Solution:

We know that,

sec2θ – tan2θ = 1

(sec θ + tan θ) (sec θ – tan θ) = 1

(7) (sec θ – tan θ) = 1 …[sec θ + tan θ = 7; (Given)

∴ sec θ – tan θ = 17Solution:

We know that,

sec2θ – tan2θ = 1

(sec θ + tan θ) (sec θ – tan θ) = 1

(7) (sec θ – tan θ) = 1 …[sec θ + tan θ = 7; (Given)

∴ sec θ – tan θ = 17Solution:

We know that,

sec2θ – tan2θ = 1

(sec θ + tan θ) (sec θ – tan θ) = 1

(7) (sec θ – tan θ) = 1 …[sec θ + tan θ = 7; (Given)

∴ sec θ – tan θ = 17Solution:

We know that,

sec2θ – tan2θ = 1

(sec θ + tan θ) (sec θ – tan θ) = 1

(7) (sec θ – tan θ) = 1 …[sec θ + tan θ = 7; (Given)

∴ sec θ – tan θ = 17Solution:

We know that,

sec2θ – tan2θ = 1

(sec θ + tan θ) (sec θ – tan θ) = 1

(7) (sec θ – tan θ) = 1 …[sec θ + tan θ = 7; (Given)

∴ sec θ – tan θ = 17Mark me BRAINLEIST

Follow me

Thank my answers ❤❤❤Mark me BRAINLEIST

Follow me

Thank my answers ❤❤❤Mark me BRAINLEIST

Follow me

Thank my answers ❤❤❤Mark me BRAINLEIST

Follow me

Thank my answers ❤❤❤Mark me BRAINLEIST

Follow me

Thank my answers ❤❤❤Mark me BRAINLEIST

Follow me

Thank my answers ❤❤❤Mark me BRAINLEIST

Follow me

Thank my answers ❤❤❤Mark me BRAINLEIST

Follow me

Thank my answers ❤❤❤

Answer 2

Answer:

$ratio \: of \: length \: and \: breadth$

$\frac{125cm}{60cm} = \frac{25}{12}$

Therefore ratio of length and breadth =25:12

Step-by-step explanation:

hope it helps you please mark as brainliest ☺