The correct order from least to greatest among the given sets is:
H. V16, 4.2, 45, V18
The correct order among the given sets of numbers is H: V16, 4.2, 45, V18.
Let's explore this order further:
V16: This represents the square root of 16, which is 4. So, V16 is equal to 4.
4.2: This is a decimal number and is the smallest in the set.
45: This is a whole number, larger than 4.2.
V18: This represents the square root of 18, which is approximately 4.24. Therefore, V18 is greater than 4.2 but smaller than 45.
The correct order, from least to greatest, is 4.2, V16 (4), 45, V18 (approximately 4.24).
This order is consistent with the values of these numbers.
It's important to note that square roots like V16 and V18 are essentially values between the whole numbers 4 and 5, with V18 being slightly closer to 4.
So, they fall between 4 and 4.2 in terms of magnitude, which is why they are in the middle of the ordered set.
H. V16, 4.2, 45, V18
For similar question on correct order.
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Answer:
I think its H
Step-by-step explanation:
Answer:
Step-by-step explanation:
taking like terms together
taking LCM
taking LCM
splitting the term
splitting the term
we know that
putting this value in above equation
Answer:
The general equation for a linear equation is
y is the y-coordinate
x is the x-coordinate
m is the gradient of the slope
c is where is passes through the y axis
So if you breakdown this equation () you are able to see that 2/3 is in the same spot as 'm' which is the gradient or slope of the line.
positive 2/3
Also if there was a negative infront of 'm' then the gradient would slope down '\' instead of up '/'
Step-by-step explanation:
The general equation for a linear equation is
So if you breakdown this equation () you are able to see that 2/3 is in the same spot as 'm' which is the gradient or slope of the line.
Also if there was a negative infront of 'm' then the gradient would slope down '\' instead of up '/'