Maths M.C.Q. [1 Marks Each]

$2005 \rightarrow 12$

$125 + 125 = 250$

$XII \rightarrow 1$

Set $A$ and Set $C$ have more even numbers.

As shown in the above graph, $y$ axis represents the sales(in crores) and $x$ axis represents the years.
So in the year $2002$ the sales were upto $4$ crore.

$\frac{25}{2}\times\frac{1000}{100}=125$

Point $(0, 4)$ lies on $y$ -axis, because its of the form $(0, y)$ where $x = 0.$

$\frac{25}{100}\times1000=250$

$(0, y)$ are the co-ordinates of a point lying on $y$ axis because points on $y-$axis have $x-$coordinate $0.$

In $(0, 6)$, the $x-$coordinate is zero and $y-$coordinate is $6$. So $(0, 6)$ will lie on $y-$axis.

$500 \rightarrow $ Maths

$2000 \rightarrow 250$

The line graph shown is steepest from the period of $2$ months to $4$ months showing that the growth is maximum.

Range of data = Maximum temperature- Minimum temperature $= 7 - (-11) = 18$

$100 + 100 = 200$

$2004 \rightarrow 500$

Given: the three points $(1, 1), (0, 0)$ and $(3, 3)$ To find:
What is represented by the joining of the points given Refer to the attachment.
The origin $O (0, 0), A (1, 1)$ and $B (3, 3)$ make a straight line passing through the origin. If we want to find the equation of the straight line that passes through the given points:
$\frac{\text{y}-0}{0-1}=\frac{\text{x}-0}{0-1}$
or, $\frac{\text{y}}{(-1)}=\frac{\text{x}}{(-1)}$
or, $\text{y}=\text{x}$
This is the required line.

$2002 \rightarrow 350$

In the graph, $1$ unit on y-axis $= Rs.100$
The monthly expenses of Basu family in the month of,
In January, the expenditure is marked upto $5$ units $= Rs.500$
In February, the expenditure is marked upto $6$ units $= Rs.600$
In March, the expenditure is marked upto $3$ units $= Rs.300$
$\therefore$ The total expenditure over the first $3$ months $= Rs.(500 + 600 + 300) = Rs.1400$

For chocolate, number of girls $= 25$ and number of boys $= 20$
Difference $= 25 - 20 = 5$

Given, $(3, 0).$
Since the y-coordinate is $0$, the point clearly, lies on $x-$axis. Also, the x-coordinate $3$ being positive, the point lies on the positive $x-$axis.

From the graph. we can see that number of push-ups done on Saturday are $0.$

Hindi $\rightarrow 600$

$400 - 100 = 300$

$80 - 20 = 60$

$10 - 8 = 2$

Total number of cars manufactured by Company $1(C1)$
$= 460 + 440 + 450 + 440 + 470 = 2260$
Total number of cars manufactured by Company $2(C2) = 450 + 460 + 470 + 450 + 460 = 2290$
So, Company $2$ manufactures most number of cars.

Team $2$ has the second-highest score, equal to $32.7\%.$

The graph shows that the lowest temperature is in the year $2000.$

The length of the rectangle on $20-25$ is maximum.

Number of boys who like vanilla flavour $= 15$
Number of boys who like strawberry flavour $= 13$
Number of boys who like Lemon flavour $= 7$
So, total $= 15 + 13 + 7 = 35$

Home Science $\rightarrow 100$

$1997 \rightarrow 150$
$1998 \rightarrow 150$