Answer:
b=
−3
/50
f+
27/
50
f=
−50
/3
b+9
Step-by-step explanation:
Let's solve for <em>b</em>.
50b+3f=27
Step 1: Add -3f to both sides.
50b+3f+−3f=27+−3f
50b=−3f+27
Step 2: Divide both sides by 50.
50b
/50
=
−3f+27
/50
b=
−3
/50
f+
27
/50
Let's solve for <em>f</em>.
50b+3f=27
Step 1: Add -50b to both sides.
50b+3f+−50b=27+−50b
3f=−50b+27
Step 2: Divide both sides by 3.
3f
/3
=
−50b+27
/3
f=
−50
/3
b+9
brainliest please?
Answer:
Four times a number is equal to eight times a number minus a number.
Step-by-step explanation:
Answer:
The largest amount that could be received is $100,000
Step-by-step explanation:
Here in this question , we are interested in calculating the largest amount loan amount that could be received.
Now, let the loan amount be $x
What we know is that the amount of down payment paid is 2.5% of the loan amount.
Thus, mathematically;
2.5% of x = 2500
2.5/100 * x = 2500
2.5x/100 = 2500
2.5x = 100 * 2500
x = (2500 * 100)/2.5
x = 100,000
The largest loan amount that could be received with the program is $100,000
Answer:
8)RS=18
9)XY=6
10)Angle T=50
11)UE=22
12)SU=38
15)BS=16
I am SOOOOO sorry that I didn't answer 13 and 14, I couldn't really figure them out. :(
Step-by-step explanation:
Answer and Step-by-step explanation: In math, a graph, function or equation can be alterated - by shifting, reflecting, stretching or compressing - without losing its original shape. For example, a quadratic function maintains its parabolic shape when shifted.
When an equation is transformed vertically, it means its y-axis is changed. When it is horizontally, its x-axis is modified.
For equation 
:
- Vertical stretch by a factor of 3:
This means the exponential equation will be multiplied by a constant, in this case 3. Then, the new equation is
- Horizontal shift 4 units to the right:
When an equation is shifted, it's added a constant to it. As it is horizontal, it means it is added to the x and because it is to the right, it is a plus symbol:
- Vertical shift 3 units down:
Vertical shift means the equation is 3 units "below" the original equation, so:
