Question
Consider the following Statements and choose the option
with wrong Statement(s). I- PM SVANidhi is a Centrally Sponsored Scheme. II- It was launched in 2020. III- Beneficiaries are also eligible for the second tranche of loan up to 20,000 with 18 months tenure after timely repayment of the first trancheSolution
PM Street Vendor’s Atmanirbhar Nidhi Scheme (PM SVANidhi): This is a Central Sector Scheme launched on 1 June 2020, to empower street vendors by extending working capital loans of up to 10,000 with a one-year tenure and free onboarding of beneficiaries on digital payment platforms. Beneficiaries are also eligible for the second tranche of loan up to 20,000 with 18 months tenure after timely repayment of the first tranche.
- If 4 cards fall out while shuffling a deck of 52 cards, what is the probability that all of them are aces?
1. 1/ 52 C 4
2. 4/ 52... Two cards are drawn at random from a standard deck of 52 cards. What is the probability of drawing at least one queen?
There are (m + 6) red roses, (m + 12) white roses and ‘m’ pink roses in a bag. If the probability of picking a pink rose is 4/15, then find the valu...
- A pair of dice is rolled once, what is the probability that the sum of the numbers on top is 5?
The probability that Ayush passes the test is (4/11) and the probability that Bhavna fails is (3/8). What is the probability that both get the same result?
In a bag, there are three different colour balls namely red, yellow and white. The sum of the number of yellow and red balls in the bag is equal to the ...
A coin is tossed successively three times. Find the probability of getting exactly one tail or two tails?
P and Q together started a business with initial investment in the ratio of 1:4, respectively. The time-period of investment for P and Q is in the ratio...
A bag contains 20 white and some black balls. If the probability of drawing a black ball from the bag is 2.5 times that of drawing a white ball, ...
Two schools, A and B participate in a Quiz competition. The probability of A’s winning is 3/7 and the probability of B’s winning is 3/5. Wha...
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