There are bricks of silver and bricks of gold. When 5 silver bricks and 2 gold bricks are placed on a scale, the weight is 119 o
1 answer:
Answer:
The weight of one gold brick is 15 ounces and the weight of one silver brick is 22 ounces.
Step-by-step explanation:
Given,
Weight of 5 silver bricks and 2 gold bricks = 119 ounces.
And Weight of 4 silver bricks and 11 gold bricks = 302 ounces.
We have to find out weight of each type of brick.
Solution,
Let the weight of 1 silver brick be x.
And the weight of 1 gold brick be y.
Since the weight of 5 silver bricks and 2 gold bricks is 119 ounces.
So we can frame it in equation as;
Again,
The weight of 4 silver bricks and 11 gold bricks is 302 ounces.
So we can frame it in equation as;
Now, multiplying equation 1 by 4 and equation 2 by 5 we get;
Now subtract equation 3 from equation 4, we get;
On substituting yhe value of y in equation 1, we get;
Thus the weight of one gold brick is 15 ounces and the weight of one silver brick is 22 ounces.
You might be interested in
you have to make a box plot on the data you created in the first question box plots look like this also set up your data in such event based information to make it neat read-able and clear
Answer:
120x^3y^7
We can use the Pascal's triangle to solve this question.
This pascal's triangle is shown in the Image below. To build the triangle, begin with the number 1 at the top, then continue placing numbers below it in a triangular pattern. In this way, each number are the numbers directly above added together. So, the expression is :
(x+y)10
After you do the steps you be left with:
120x^3y^7
