Question

. संलग्न विद्युत परिपथ में प्रतिरोधक R = R = R = 30 ओम, R = 10 ओम व RE = Rs = 40 ओम हैं। प्रयुक्त बैटरी 16 वोल्ट व शून्य आन्तरिक प्रतिरोध वाली है। प्रत्येक प्रतिरोधक R, , R,, R, RA, R, व R में बहने वाली विद्युत धाराएँ क्रमश: I, I, II, II, I, व I एवं प्रत्येक प्रतिरोधक के सिरों के बीच उत्पन्न विभवान्तर VI, V2, V3,V4,V, एवं Vs की गणना कीजिए। परिपथ में बहने वाली कुल विद्युत धारा की भी गणना कीजिए। [7] R1 R R₂ 16वोल्ट RA (key RS A) R6 अथवा 1​ 2 SEE ANSWERS Log in to add comment Answer 1 Brainly User To keep reading this answer, download the free app Join millions of students having fun with homework 4.6 VIEW ANSWER IN-APP musashixjubeio0 and 1 more users found this answer helpful THANKS 1 0.0 (0 votes) Answer 2 sangramsanjay Helping Hand 2 answers 10 people helped UNLOCK kason11wd and 2 more users found this answer helpful THANKS 2 0.0 (0 votes) Still have questions? FIND MORE ANSWERS ASK YOUR QUESTION New questions in Science the electronic configuration of Br is 2.8.18.7 what is its atomic number what is its valency​ chlo kai bat nhi abhi nhi to subha sahi to fer hmm subha bat ker lange koi bat nahi abhi aap aaram karo take some rest​ مWhy is it easier to use symbols indrawing acircuit diagram​ give examples of acute snd chronic disease​ -1.2 पृथ्वी व पृथ्वी के पृष्ठ पर पड़ी एक वस्तु के बीच लगने वाले गुरुत्वाकर्षण बल का समयन्यूटन का गुरुत्वाकर्षण का सार्वत्रिक नियम लिखिए ?लिखिए?3. क्या … please answer me please answer me fast ​ give difference of acute snd chronic disease​ PROPERTIES OF ABNORMAL DISTRIBUTION?​ thnks ❤for the likes dear ❤​ . Please answer above questions​ Previous Next Ask your

Answer 1

Answer:

Acute diseases refer to the medical condition that occurs suddenly and lasts for a shorter period of time. Chronic diseases develop slowly and last for a lifetime. Chronic diseases are sometimes fatal.

Explanation:

In a normal distribution, the mean and the median are the same number while the mean and median in a skewed distribution become different numbers: A left-skewed, negative distribution will have the mean to the left of the median. A right-skewed distribution will have the mean to the right of the median.

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