In the following questions, choose the word SAME inmeaning of the word given in bold letters. Hiatus

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In the following questions, choose the word SAME in meaning of the word given in bold letters.
Hiatus

AAtrocious

BGap

CDominance

DObscure

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The higher you go, the more difficult it ....... to breathe.

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The higher you go, the more difficult it ....... to breathe.

Ais becoming

Bbecame

Chas become

Dbecomes

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Fill in the blanks with appropriate words.The number of admissions ..... gradually fallen off.

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Fill in the blanks with appropriate words. The number of admissions ..... gradually fallen off.

Ahave

Bdo

Care

Dhas

Prakash ? Jul 11 '2022 at 11:7

Because number is mentioned here

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P, Q and R enter into a partnership with investments of Rs.3500, Rs.4500 andRs.5500. In the first six months, profit is Rs.405. What is P's share in theProfit?

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P, Q and R enter into a partnership with investments of Rs.3500, Rs.4500 and Rs.5500. In the first six months, profit is Rs.405. What is P's share in the Profit?

ARs.200

BRs.105

CRs.250

DRs.151

prashanth ? Jan 2 '2020 at 13:55

Correct answer is: Rs.105

Explanation:

Ratio of the investment = 35:45:55
\(\implies 7:9:11\)
\(\therefore \text{P's } share = \frac{7}{27} \times 405 = \frac{2835}{27} = 105\)
= Rs. 105

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A coconut merchant find that the cost price of 2750 coconut is the same as theselling price of 2500 coconuts. The percentage loss or gain is

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A coconut merchant find that the cost price of 2750 coconut is the same as the selling price of 2500 coconuts. The percentage loss or gain is

A5% loss

B10% gain

C15% loss

D20% gain

prakash ? Dec 16 '2019 at 21:56

Correct answer: 10% gain

Explanation:
According to question,

2750 CP = 2500 SP

\(\frac{CP}{SP}=\frac{2500}{2750}=\frac{10}{11}>1 \) unit profit

\(\text{profit} \% = \frac{1}{10} \times 100 = 10 \% \text{ gain}\)

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If x is less than y by 25%, then y exceed x by.…

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If x is less than y by 25%, then y exceed x by....

A33 $\frac{1}{3}$ %

B0.25

C0.75

D66 $\frac{2}{3}$ %

rahul ? Jan 11 '2020 at 17:50

Correct answer is : \(33 \frac{1}{3} \%\)

Explanation:

Let us assume y =100, so according to question X is less than y by 25 % , so x =75,

\(\text{Hence y exceed x by =} \frac{25}{75} \times 100 = 33.33 % or 33 1/3 \text{ %}\)

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A student multiplying a number by \frac{3}{5} instead of\frac{5}{3}, what is percentage error in 5 3the calculation?

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A student multiplying a number by $\frac{3}{5}$ instead of $\frac{5}{3}$, what is percentage error in the calculation?

A0.44

B0.34

C0.54

D0.64

suraj ? Dec 17 '2019 at 21:37

Correct answer is: 0.64

Explanation:

Let the number be x.

Then, ideally he should have multiplied by  x by \(\frac{5}{3}\). Hence Correct result was \(x \times \frac{5}{3}= \frac{5x}{3}\). 

By mistake he multiplied x by \(\frac{3}{5}\) . Hence the result with error  = \(\frac{3x}{5} \)

Then, error = \(\big(\frac{5x}{3} - \frac{3x}{5}\big) = \frac{16x}{15} \)

\(\text{Error}   = \big(\frac{\text{error}}{\text{True vaue}}\big) \)

= \(\frac{\frac{16}{15} \times x}{ \frac{5}{3} \times x} \)

= 0.64

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