Question
Locate the points $A(1,2), B(4,2)$ and $C(1,4)$ on a graph sheet taking suitable axes. Write the coordinates of the fourth point Dto complete the rectangle $A B C D$
✓
Answer
Given, points are $A(1,2), B(4,2)$ and $C(1,4)$.
Location of given points on the graph given below.
To complete the rectangle $A B C D$, the coordinate of the fourth point $D$ is $(4,4)$, i.e. $D(4,4)$ locate points on the graph yourself.
Location of given points on the graph given below.
To complete the rectangle $A B C D$, the coordinate of the fourth point $D$ is $(4,4)$, i.e. $D(4,4)$ locate points on the graph yourself.
Need a full question paper?
Generate a complete, print-ready paper with questions like this in minutes — across 16+ boards, with answer keys.
Explore more
Similar questions
Construct a quadrilateral $ABCD$ in which $AB = 3.5\ cm, BC = 3.8\ cm, CD = DA = 4.5\ cm$ and diagonal $BD = 5.6\ cm.$
→Study the table given below and draw a line graph for it.
Is the graph drawn, a linear graph?
→|
Side of the square (in $cm)$
|
$2$
|
$3$
|
$4$
|
$5$
|
$6$
|
|
Area (in $cm^2$)
|
$4$
|
$9$
|
$16$
|
$25$
|
$36$
|
The following data gives the amount spent on the construction of a house. Draw a pie diagram.
→|
Items
|
Cement
|
Timber
|
Bricks
|
Labour
|
Steel
|
Miscellaneous |
| Expenditure (in thousand Rs.) |
$60$
|
$30$
|
$45$
|
$75$
|
$45$
|
$45$ |
The dimensions of a rectangular box are in the ratio of $2: 3: 4$ and the difference between the cost of covering it with sheet of paper at the rates of $Rs. 8$ and $Rs. 9.50$ per $m ^2$ is $Rs. 1,248$ . Find the dimensions of the box.
→Mohan's income is $Rs.\ 15500$ per month. He saves $11\%$ of his income. If his income increases by $10\%$, then he reduces his saving by $1\%$, how much does he save now?
→Given below is a frequency distribution table. Read it and answer the questions that follow:
$a.$ What is the lower limit of the second class interval?
$b.$ What is the upper limit of the last class interval?
$c.$ What is the frequency of the third class?
$d.$ Which interval has a frequency of $10$?
$e.$ Which interval has the lowest frequency?
$f.$ What is the class size?
→|
Class Interval
|
Frequency
|
|
$10-20$
|
$5$
|
|
$20-30$
|
$10$
|
|
$30-40$
|
$4$
|
|
$40-50$
|
$15$
|
|
$50-60$
|
$12$
|
$b.$ What is the upper limit of the last class interval?
$c.$ What is the frequency of the third class?
$d.$ Which interval has a frequency of $10$?
$e.$ Which interval has the lowest frequency?
$f.$ What is the class size?
Work out the following multiplication.
$\underline{\ \ \ \ \ 12345679\\\ \ \ \ \ \ \ \ \ \times\ \ \ \ \ 9 }\\\underline{\ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ }$
Use the result to answer the following questions.
$a.$ What will be $12345679 \times 45$?
$b.$ What will be $12345679 \times 63$?
$c.$ By what number should $12345679$ be multiplied to get $888888888$?
$d.$ By what number should $12345679$ be multiplied to get $999999999$?
→$\underline{\ \ \ \ \ 12345679\\\ \ \ \ \ \ \ \ \ \times\ \ \ \ \ 9 }\\\underline{\ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ }$
Use the result to answer the following questions.
$a.$ What will be $12345679 \times 45$?
$b.$ What will be $12345679 \times 63$?
$c.$ By what number should $12345679$ be multiplied to get $888888888$?
$d.$ By what number should $12345679$ be multiplied to get $999999999$?
A dealer sold a camera for $Rs. 1080$ gaining $\frac{1}{8}$ of its cost price. Find $(i)$ the cost price of the camera, and $(ii)$ the gain percent earned by the dealer.
→State true or false. Explain your reasoning.
(i) The cube of any odd number is even.
(ii) There is no perfect cube that ends with 8.
(iii) The cube of a 2-digit number may be a 3-digit number.
(iv) The cube of a 2-digit number may have seven or more digits.
(v) Cube numbers have an odd number of factors.
(i) The cube of any odd number is even.
(ii) There is no perfect cube that ends with 8.
(iii) The cube of a 2-digit number may be a 3-digit number.
(iv) The cube of a 2-digit number may have seven or more digits.
(v) Cube numbers have an odd number of factors.
Solve:
$a^2- 14a - 51$
→$a^2- 14a - 51$