Question

❐ Brainly Moderators
❐ Brainly Stars
❐ Other Best Users...
$\begin{lgathered}\\\end{lgathered}$
​

$\Large \mathtt \red{Question :}$
Find the maximum value of :
$\rm{5cos \theta + 2sin \theta + 12}$

Help ASAP!!!
No SPAM!!!​

Answer 1

Answer:

$\underline{\purple{\ddot{MasterRohith}}}$

Given:-

• $5cos \: theta + 12sin \: theta + 12$

To find :-

• The maximum value.

Explanation :-

• In first case lets take
• $theta = {0}^{0}$
• $5(0) + 12(0) + 12$
• $0 + 0 + 12$
• $12$

$the \: maximum \: value \: is \: 12$

Case (ii):-

• $theta = {90}^{0}$
• Applying the value of 1 in this case

• $5(1) + 12(1) + 12$
• $5 + 12 + 12$
• $29$

$therefore \: the \: maximum \: value \: is \: 29$

Hope it helps u mate .

Thank you .

Answer 2

Answer:

$\pink{\qquad \boxed{\boxed{\begin{array}{cc} \maltese \bf \: see \: the \: attachment \: \: \end{array}}}}$