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Find an anti derivative (or integral) of the following functions by the method of inspection.

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The anti derivative of is a function of x whose derivative is . It is known that,



Therefore, the anti derivative of is .
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10 मिनट तथा 15 मिनट में भर सकता है। एक व्यक्ति दोनों पाइपों को एक साथ खोल कर बाथरुम के बाहर चला जाता है (a) minutes तथा वह वापस उस समय पर आता है जब टैंक को भर जाना (c) 8 minutes चाहिए था, किन्तु वापस आने पर उसे ज्ञात होता है कि खाली करने वाला पाइप खुला रह गया, अब वह उसे बन्द कर देता है 13. Two pipes and ca करने वाला पाइप बुला रह गया, अब वह उसे बन्द कर देता है opened together but और अगले 4 मिनट में टैंक भर जाता है, तो ज्ञात कीजिए कि 5 work and खाली करने वाला पाइप कितने समय में टैंक को खाली कर देगा? some time the proble (a) 9 minutes (b) 12 minutes the tank will fill in 5 (c) 16 minutes (d) 15 minutes much time the prob 10. A pipe can fill a tank in 10 hours. An outlet pipe drains the water at the rate of hour. Then the tank fills in 15 hours. Find the capacity of tank. एक पाइप किसी टैंक को 10 घंटे में भर सकता है। एक खाली करने वाला पाइप लगा दिया जो 50 लीटर पानी/घंटा बाहर करता है। तो अय टेंक को भरने में 15 घंटे लगते है। तो टैंक की क्षमता क्या है? (a) min utes (a) (b) (c) 6 minutes (c) (d) 14. A tank has 8 pipes. Out of which some are inlets and some are outlets. Inlet pipe can fill a tank in 8 hours and outlet pipe can empty the tank in 6 hours. If all pipes are opened together, then the tank get filled in 8 hours. Find the number of inlets and outlets pipe.
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Question Text
Find an anti derivative (or integral) of the following functions by the method of inspection.
Updated OnSep 26, 2023
TopicIntegrals
SubjectMathematics
ClassClass 12
Answer TypeText solution:1 Video solution: 14
Upvotes1353
Avg. Video Duration6 min