Answer with explanation:
→ Let L be the Length and B be the Breadth of rectangular mat.
Area of rectangular Mat = Length (L) * Breadth (B)
=L*B square units
→ Let , a be the side of Square.
Area of square =(Side)²
=a² square units
→→It is also, given that The area of the square mat is half the area of one of the rectangular mats.
–30 = 6z
a. –5
b. –6
c. –24
d. –180
Answer:
y = 380
Step-by-step explanation:
Pick any two points in table to find slope, let's use (4, 350) and (6, 330):
m = (y₂ - y₁) / (x₂ - x₁)
= (330 - 350) / (6 - 4)
= -20 / 2
m = -10
Pick any one point in table, let's use (4, 350) and slope m from above to find y-intercept:
y = mx + b
350 = -10(4) + b
350 = -40 + b
b = 390
Use m and b from above to form Equation of line:
y = mx + b
y = -10x + 390
Pick a few points from table to check equation y = -10x + 390 is valid:
Point (4, 350)
350 = -10(4) + 390
350 = -40 + 390
350 = 350
Point (8, 310)
310 = -10(8) + 390
310 = -80 + 390
310 = 310
What is y when x = 1:
y = -10x + 390
y = -10(1) + 390
y = -10 + 390
y = 380
B. 8 left parenthesis x plus 1.5 y right parenthesis; Mike’s hourly wage is 1.5 times Harry’s.
C. 12 left parenthesis 8 x plus y right parenthesis ; Harry’s hourly wage is 8 times Mike’s.
D. 8 left parenthesis x plus 4 y right parenthesis ; Mike’s hourly wage is 4 times Harry’s.
She travels down 31.6 feet.
• She then ascends 19.2 feet.
Next, she travels down a second time, 89.5 feet.
How many feet must she now ascend to get back to sea level?