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Solve Any Four of the Following. Find the Value of Y in the Equation X + Y = 12, When X = 5 - Algebra

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प्रश्न

Solve any four of the following. 

Find the value of y in the equation x + y = 12, when x = 5

उत्तर

`x+y=12` 

∴ When` x=5, `

`5+y=12 `

`∴y=12-5=7`

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2018-2019 (March) Balbharati Model Question Paper Set 3

व्हिडिओ ट्यूटोरियलVIEW ALL [1]

संबंधित प्रश्‍न

For what value of k, the equation `kx^2-6x2=0` has real roots?  

(a) `k≤-9/2`                     (b)`k≥-9/2` 

(c)` k≤-2`                         (d)  None of these 


Show the x= -3 is a solution of `x^2+6x+9=0`


Find the roots of the quadratic equation `2x^2-x-6=0` 

 


Solve `x^2-(sqrt3+1)x+sqrt3=0`


Solve `sqrt3x^2+10x-8sqrt3=0`


Solve  `4x^2+4bx-(a^2-b^2)=0` 


Solve `x^2+6x-(a^2+2a-8)=0` 

 


Decide whether the following equation is quadratic equation or not.

 y= 5y – 10


In the orange garden of Mr. Madhusudan there are 150 orange trees. The number of trees in each row is 5 more than that in each column. Find the number of trees in each row and each column with the help of following flow chart. 


If 460 is divided by a natural number, quotient is 6 more than five times the divisor and remainder is 1. Find quotient and divisor.


Choose the correct answer for the following question.

The roots of x2 + kx + k = 0 are real and equal, find k.


Choose the correct answer for the following question.

\[\sqrt{5} m^2 - \sqrt{5}m + \sqrt{5} = 0\] which of the following statement is true for this given equation?


Choose the correct answer for the following question.

One of the roots of equation x2 + mx – 5 = 0 is 2; find m.


Ranjana wants to distribute 540 oranges among some students. If 30 students were more each would get 3 oranges less. Find the number of students.


If P(y) = y² - 2y + 5, find P(2) .


When the son will be as old as his father today, the sum of their ages then will be 126 years. when the father was as old his son is today. The sum of their ages was 38 years. Find their presents ages.


Complete the following activity to form a quadratic equation.  
Activity: 


Present age of mother of Manish is 1 year more than 5 times the present age of Manish. Four years before, if the product of their ages was 22, then find the present age of Manish and his mother


The ratio of fruit trees and vegetable trees in an orchard is 3:4. If 6 more trees of each type are planted, the ratio of trees would be 6:7. Find the number of fruit trees and vegetable trees in the orchard.

The ratio of fruit trees and vegetable trees = 3:4

So, let the number of fruit trees= 3x and the number of vegetable trees = `square` 

From the given condition,

`(3x + square)/(square + square) = square/square`

`square (3x + square) = square (square + square)`

`square + square = square + square`

`square - square = square - square`

`- square = - square`

`square = square`

x = `square`

∴ Number of fruit trees in the orchard = 3x = 3 × `square` = `square` and number of vegetable trees in the orchard = 4x = 4 × `square` = `square`

Hence, the number of fruit trees and vegetable trees in the orchard are `square` and `square` respectively.


Let p and q be two positive numbers such that p + q = 2 and p4 + q4 = 272. Then p and q are roots of the equation ______.


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