Home
Class 12
MATHS
Ganesh owns a godown used to store elect...

Ganesh owns a godown used to store electronic gadgets like refrigerator(x) & microwave(y),If the godown can accommodate at most 75 gadgets, then this can be expressed as a constraint by ________________

Text Solution

AI Generated Solution

The correct Answer is:
To express the constraint that Ganesh's godown can accommodate at most 75 gadgets, we need to formulate an inequality based on the number of gadgets he is storing. 1. **Define Variables**: Let \( x \) represent the number of refrigerators and \( y \) represent the number of microwaves stored in the godown. 2. **Set Up the Constraint**: Since the total number of gadgets (refrigerators and microwaves) cannot exceed 75, we can express this as: \[ x + y \leq 75 \] 3. **Conclusion**: Therefore, the constraint that represents the maximum capacity of the godown is: \[ x + y \leq 75 \]
Promotional Banner

Topper's Solved these Questions

  • QUESTION BANK 2021

    NAVNEET PUBLICATION - MAHARASHTRA BOARD|Exercise Part II LINEAR PROGRAMMING PROBLEMS (D. Solve the following problems)|12 Videos
  • QUESTION BANK 2021

    NAVNEET PUBLICATION - MAHARASHTRA BOARD|Exercise Part II LINEAR PROGRAMMING PROBLEMS (E. Activities)|3 Videos
  • QUESTION BANK 2021

    NAVNEET PUBLICATION - MAHARASHTRA BOARD|Exercise Part II LINEAR PROGRAMMING PROBLEMS (B. State whether each of the following statement is TRUE or FALSE)|12 Videos
  • PROBABILITY DISTRIBUTION

    NAVNEET PUBLICATION - MAHARASHTRA BOARD|Exercise MULTIPLE CHOICE QUESTIONS|9 Videos
  • THREE DIMENSIONAL GEOMETRY

    NAVNEET PUBLICATION - MAHARASHTRA BOARD|Exercise MULTIPLE CHOICE QUESTIONS|8 Videos

Similar Questions

Explore conceptually related problems

Commutative property of multiplication can be expressed using x and y as _____

By spending almost ₹ 250 ,Rakhi bought some kg grapes(x) & some dozens of bananas(y), then as a constraint this information can be expressed by_______

Heramb requires at most 400 calories from his breakfast. Every morning he likes to take oats & milk. If each bowl of oats & a glass of milk provides him 80 calories & 50 calories respectively, then as a constraint this information can be expressed as ____________

X and Y are the two types of organisms which are found in forests. Both types of organisms are considered to be cleansing agents of the forest environment in their own way. The organisms like X eat up the dead animals in the forest whereas the organisms like y break down the dead animals into simple substance which can be re-used for the growth of plants. What is the general name of the organisms like Y?

X and Y are the two types of organisms which are found in forests. Both types of organisms are considered to be cleansing agents of the forest environment in their own way. The organisms like X eat up the dead animals in the forest whereas the organisms like y break down the dead animals into simple substance which can be re-used for the growth of plants. Name one organism like Y.

X and Y are the two types of organisms which are found in forests. Both types of organisms are considered to be cleansing agents of the forest environment in their own way. The organisms like X eat up the dead animals in the forest whereas the organisms like y break down the dead animals into simple substance which can be re-used for the growth of plants. What is the general name of organisms like X?

X and Y are the two types of organisms which are found in forests. Both types of organisms are considered to be cleansing agents of the forest environment in their own way. The organisms like X eat up the dead animals in the forest whereas the organisms like y break down the dead animals into simple substance which can be re-used for the growth of plants. Name one organisms like X.

Sppose that a point mass 'm' is moving under a constant force vecF = 2hati-hatj + hatk netweon . At some instant , t=0, point P(xm, ym, -1m) [m- metre ] is the instantaneous position of the mass. We know that torque can be expressed as the cross- product of position vector and forces vector, i.e., tau= vecr xx vecF . At P, torque can be expessed as tau= (-4hatj - 4 hatk) Nm At some other instant, t=3 sec, the point mass has another instantaneous position Q(x_(1), y_(1), z_(1)) such that the displacement vectors between points P and Q and the given force are mutually perpendicular. Also, x-component of torqure at Q is zero and y z-components are equal in magnitude and direction along the negative direction of the respective axes. Using a definite scale, if we construct a parallelogram with the position vectors of Q and the gives force vecF as its adjacent sides , area of this parallelogram is 2sqrt(2)m^(2) . Area of the given parallelogram , in fact , represents a physical quantity whose magnitude in SI system can be expressed as 5 times the gives are Answer the following questions. At Q torque acting on the mass can be expressed as :