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The first volume of the sixth grade of primary school is easy to test and easy to make mistakes (30 questions)
# Sixth grade # Introduction There are many mathematics contents in the sixth grade of primary school, which is the synthesis of mathematics knowledge learned in primary school. In order to get good grades, it is inevitable to do more exercises. KaoNet has prepared the following contents for your reference.

fill up a vacancy

1, () and 0.75 are reciprocal, and the product of 3/8 and its reciprocal is ().

2. Among the four numbers of 0.6, 2/3, 67% and 0.66, the number of is (), and the smallest number is ().

3.A needs 65,438+05 hours, and B needs 65,438+00 hours. The simplest integer ratio of travel time between A and B is (), and the walking speed ratio between A and B is ().

4. Divide a 3-meter-long iron wire into five sections on average, each section is () of this iron wire, and each section is () meters.

A pile of rice was transported to the disaster area, and three-fifths of it was transported by six cars, and the rest was transported by () cars.

6. On a certain day, the time ratio between day and night in Wuhan is 7: 5, and the night in Wuhan has () hours.

8. 10 In the math class, Xiaolan cut a circular piece of paper with an area of 9.42 square centimeters. You can guess that she should prepare at least () square centimeters of paper.

9, 0.95: 0.4 into the simplest integer ratio is (), the ratio is ().

10, the chemical factory produced 300 bottles of shampoo, and 6 bottles were unqualified. The qualified rate of this batch of shampoo was ().

1 1, 10 tons of peanuts can squeeze out 3.5 tons of peanut oil, and the oil yield of peanuts is (), and it takes () tons of peanuts to squeeze a ton of peanut oil.

12, the radius ratio of two circles is 3: 4, their perimeter ratio is (), and their area ratio is ().

choose

1, cut a rope into two sections, the first section is 29 meters long, and the second section accounts for 49% of the total length, then ().

A. The first paragraph is B, and the second paragraph is C. The two paragraphs are the same length.

2, the number of a gymnastics team increased by 25%, and then decreased by 25%, and now the number is () compared with the original.

A, increase B, decrease C, constant D, uncertainty

3. In the following formula, the calculation result is ().

a、 1 1/ 13÷8/9 B、 1 1/ 13×8/9 C、 1 1/ 13×9/ 10

4. Production of a batch of parts, qualified 100, unqualified 2, unqualified rate ().

A, less than 2% B, equal to 2% C, greater than 2%.

5. Wang keeps 40 white rabbits and gray rabbits, and their number ratio may be ().

a、3: 1 B、5: 1 C、2:5

6. On a rectangular paper with a length of 9cm and a width of 2cm, at most () circles with a radius of 1cm can be cut out.

a、4 B、5 C、9

7. Fresh mushrooms will lose 4/5 of their original quality after drying. There are 30 kilograms of fresh mushrooms. How many kilograms are there after drying? The formula is ()

a、30×( 1-4/5) B、30 ℉( 1-4/5)C、30×4/5

8. The following three figures have equal perimeters and an area of ().

A, equilateral triangle b, square c, circle

9, the following statement is wrong ()

One, a batch of parts 98 qualified, 2 unqualified, the qualified rate is 98%.

B, a book with 100 page, Xiaojun read 20% on the first day, and should start with 2 1 page the next day.

C, a non-zero natural number divided by 25% is equivalent to the number reduced to 1/4.

judge

1, a bag of chocolate weighs 25/ 100 kg, which can be written as 25% kg. ( )

2. According to the mass ratio of sugar to water 1: 19, a syrup was prepared, and the sugar content of this syrup was 5%. ( )

3. The radius of the circle is tripled, the circumference is tripled and the area is tripled. ( )

4. It took Xiaoming 20 minutes, Dad 16 minutes, and the speed ratio between Xiaoming and Dad was 5: 4. ( )

The circumference of a circle must be more than three times its diameter. ( )

6. The ratio of the circumference to the diameter of a circle is π. ( )

7. A rope 1 meter long, cut off 55%, leaving 45% meters. ( )

8. Enlarge the former item of a ratio by three times and reduce the latter item by three times, and the ratio remains unchanged. ( )

9. The height ratio between Xiaoqing and Xiaohua is 5: 6, and Xiaoqing is shorter than Xiaohua. ( )