Explain how to use partial quotients to divide 235 by 5

The solution to the division problem using partial quotients is 47

Given the division problem expressed as

We are to divide the expression using the partial quotient as shown below:

Find the quotient of the individual term to have;

Hence the solution to the division problem using partial quotients is 47

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235 divided by 5 = 47

Step-by-step explanation:(with reference to the figure)

To find  235 divided by 5 by partial quotients .

Here dividend= 235 and divisor =5

Step 1: Write easy multiples of divisor that is nearest to the dividend as follows

5×10=50

5×20=100

5×30=150

5×40=200(nearest easy factor)

Step 2: Now subtract 200 from 235 ,we get 35 then subtract 35=5×7 from it we get 0.

Step 3: Adding the factors we have used in step 1 and 2 ,it will give required quotient=40+7=47

i.e. 235=5(40)+5(7)

45.7

Step-by-step explanation:

Hello there!

We can calculate the missing angle using trigonometry

here are the trigonometric ratios

sin = opposite over hypotenuse

cos = adjacent over hypotenuse

tan = opposite over adjacent

We are given x's opposite side length (8) and x's adjacent side length (7.8)

we are given the information to use the trigonometric ratio tangent

so now we create an equation (remember tan - opposite over tangent)

now we solve for x

we're left with

finally we want to get rid of the tan

To do so we take the inverse of tan (arctan^-1) and apply it to each side

so x = 45.7252243

finally we round to the nearest tenth and get that the answer is

45.7