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Anwar has 4 pens and pencils and Anis has 6 pencils .How many pens should Anwar give go Anis so that the ratio of pen to pencil for both of them becomes the same?

Anwar has 4 pens and pencils and Anis has 6 pencils .How many pens should Anwar give go Anis so that the ratio of pen to pencil for both of them becomes the same? Correct Answer None

Related Questions

Anwar has 4 pens and 2 pencils and Anis has 6 pencils. How many pens should Anwar give to Anis so that the ratio of pen to pencil for both of them becomes the same?
Neha, Jitu, Pinki, Riya, Simar, Bani, Cynthia and Denny are the names of the students. They have different number of pencils such as 1, 2, 4, 5, 6, 7, 8 and 9. Denny do not have 8 pencils. Neha has more pencils than Pinki. Simar has the third lowest number of pencils. Neha do not have the maximum number of pencils. Bani has more pencils than only one person. Cynthia has the fifth lowest number of pencils. Neha do not have the second highest number of pencils. Riya has the third highest number of pencils. How many pencils does the student exactly in the middle of Jitu and Pinki has?
Box A has pens and pencils in the ratio of 3 : 9 and Box B has pencils and pens in the ratio of 2 : 6. Total number of pens and pencils box A has is at least 1/3rd of total number of pens and pencils box B has. Find the difference between the minimum percentage of pencils and pens when both boxes are mixed together.
With the help of a pointer the teacher points three red pens and two blue pencils lying on the table. Pointing to one pencil he says, "This pencil is blue". He then points two pens and says, "These pen are red". He takes one pen in his hand and while putting one pencil in his pocket says, "I have one pen in my hand and I am now putting pencil in my pocket". The above illustration best describes which one of the following approach to teaching-
The following question has three statements. Study the question and the statements and decide which of the statement(s) is necessary to answer the question. A stationary store had blue, black and red pens in the ratio 9 ∶ 8 ∶ 1. How many total pens did the store had? I. If 200 blue pens and 100 black pens were sold, the ratio becomes 5 ∶ 6 ∶ 1. II. If 50 blue and 50 red pens were bought, the ratio becomes 5 ∶ 4 ∶ 1. III. If 50 black pens were sold and 100 red pens were bought, the ratio becomes 9 ∶ 7 ∶ 3.
Statements : Some pens are books. Some books are pencils.

Conclusions :
I. Some pens are pencils.
II. Some pencils are pens.
III. All pencils are pens.
IV. All books are pens.
In a box, the number of sketch pens is 20% more than the number of ball pens, then number of pencils is 25% less than the number of ink-pens. Total number of ball pens and pencils are equal in number and difference in number of ink-pens and number of sketch pens is 20. The number of sketch pens is what percent of total number of all four items in a box?
At a stationary shop, it costs Tk. 185 for 4 gel-pen, 8 ball -point pens and 1 marker pen and Tk. 315 for 7 gel-pens, 15 ball point pens and 1 marker pen. What would be the cost of 1 gel-pen, 1 ball -point pen and 1 marker pen?
The cost of 16 pens is equal to the cost of 21 pencils. If the cost of a pen is decreased by 33\(\frac{1}{3}\)%, and the cost of a pencil remains the same, then the cost of 9 pens and 5 pencils is Rs. 103. What is the total (original) cost of 2 pens and 3 pencils?
Hitler and Stalin have a few pencils. If Hitler gives 24 pencils to Stalin, the ratio of number of pencils with Hitler to number of pencils with Stalin becomes reciprocal of its initial value. How many pencils should Hitler give Stalin so that they now have equal number of pencils?